οἶδα VERB

Count: 31,160

ShortDef

to know

Dictionaries

Cambridge Greek Lexicon (οἶδα)
LSJ (οἶδα)
Anabasis Mather (οἶδα)
Slater Pindar (οἶδα)
Cunliffe (Lex Entries) (οἶδα)
Lexicon Thucydideum (οἶδα)
Middle Liddell (οἶδα)

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

οἶδα (NOUN) 191
οἶδα (ADV) 56
οἴδα (VERB) 12
οἶδα (CONJ) 17
οἶδα (x-) 7
οἶδα (ADJ) 38
οιδα (VERB) 5
οἴδα (PRONOUN) 4
οἶδα (PRONOUN) 11
οίδα (VERB) 1
οιδα (NOUN) 1
οἶδα (INTJ) 1
ὄιδα (VERB) 1
οἶδα (PREP) 1
οἰδά (VERB) 1
οιδα (PRONOUN) 1
οἵδα (VERB) 1
οιδα (ADV) 1
̓́οιδα (NOUN) 1
οῑδα (PRONOUN) 1
οἶδα (VERB) 2
οἷδα (VERB) 1

Active

    PRIMARY INDICATIVE SECONDARY INDICATIVE SUBJUNCTIVE OPTATIVE IMPERATIVE
INF
1SG  
2SG  
Scis 2
ἴσθι 230
sciri 1
iint 1
3SG  
1DU  
2DU  
3DU  
1PL  
2PL  
3PL  
velint 1
Participles — Masculine
 SGDUPLTOTAL
NOM
ACC
velint 1
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  
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 [] [] []  

Passive (???)

    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
velint 1
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  
Participles — Neuter
 SGDUPLTOTAL
NOM
ACC
GEN
DAT
VOC
TOTAL [] [] []  

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 (e) ???

    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 [] [] []  

Middle

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

Active

    PRIMARY INDICATIVE SECONDARY INDICATIVE SUBJUNCTIVE OPTATIVE IMPERATIVE
INF
1SG  
οἶδα 3,174
οἶδʼ 1,048
Οἶδα 158
οἶδά 128
οἶδ 73
ᾔδη 39
2SG  
ἴσθι 458
3SG  
οἶδεν 2,223
οἶδε 1,604
ᾔδει 834
ᾔδη 68
ἴστω 255
1DU  
2DU  
3DU  
1PL  
ἴσμεν 1,111
2PL  
ἴστε 262
ἴστε 389
3PL  
Participles — Masculine
 SGDUPLTOTAL
NOM
εἰδὼς 2,229
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  
Participles — Masculine
 SGDUPLTOTAL
NOM
ACC
GEN
DAT
VOC
TOTAL [] [] []  
Participles — Neuter
 SGDUPLTOTAL
NOM
ACC
GEN
DAT
VOC
TOTAL [] [] []  

Passive (???)

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

Aorist Passive

    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 [] [] []  

Form List

form parse count
ᾔδειν PRES ACT INF 51
Ἤιδειν PRES ACT INF 4
εἰδέ|ναι PRES ACT INF 1
σάμεναι PRES ACT INF 1
ῄδειν PRES ACT INF 1
ʽᾔδειν PRES ACT INF 1
ἴσμεν PRES ACT INF 1
ἤδειν PRES ACT INF 1
σασθαί PRES MID INF 4
εἰσθέχεσθαι PRES MID INF 1
οἶδʼ PRES ACT 1SG IND 66
εἰδῶ PRES ACT 1SG IND 19
οἶδ᾿ PRES ACT 1SG IND 8
οἶδ PRES ACT 1SG IND 7
εἰδέω PRES ACT 1SG IND 5
οἴδασιν PRES ACT 1SG IND 2
ἴστω PRES ACT 1SG IND 2
εἴτπω PRES ACT 1SG IND 1
εἱδω PRES ACT 1SG IND 1
οἶδο PRES ACT 1SG IND 1
εἰδ PRES ACT 1SG IND 1
εἰδω PRES ACT 1SG IND 1
δἶδο PRES ACT 1SG IND 1
οἶδέν PRES ACT 1SG IND 1
ἴσαμι PRES ACT 1SG IND 1
ᾔδεις PRES ACT 2SG IND 3
Scis PRES ACT 2SG IND 2
ᾔδεῖς PRES ACT 2SG IND 1
εἰδῇς PRES ACT 2SG IND 1
οἶσθα PRES ACT 2SG IND 1
ἴσασιν PRES ACT 3SG IND 9
ἴσασι PRES ACT 3SG IND 5
οἴδασιν PRES ACT 3SG IND 4
εἵδει PRES ACT 3SG IND 2
εἴσηι PRES ACT 3SG IND 1
ἴσασιι PRES ACT 3SG IND 1
ῆδει PRES ACT 3SG IND 1
ᾔδει PRES ACT 3SG IND 1
Ἴστε PRES ACT 3SG IND 1
οἴδαμεν PRES ACT 1PL IND 15
ἴϲμεν PRES ACT 1PL IND 4
εἰδὲἐν PRES ACT 1PL IND 1
ἴσμεν PRES ACT 1PL IND 1
θαμεν PRES ACT 1PL IND 1
Ἴϲμεν PRES ACT 1PL IND 1
οἴδατε PRES ACT 2PL IND 13
ἴσασιν PRES ACT 3PL IND 393
ἴσασι PRES ACT 3PL IND 339
οἴδασιν PRES ACT 3PL IND 52
οἴδασι PRES ACT 3PL IND 31
ἴσασί PRES ACT 3PL IND 8
Ἴσασι PRES ACT 3PL IND 2
εἰδόσιν PRES ACT 3PL IND 1
εἴσασίν PRES ACT 3PL IND 1
ἴσασίν PRES ACT 3PL IND 1
Οἴδασιν PRES ACT 3PL IND 1
velint PRES ACT 3PL IND 1
οἶδαι PRES MID 1SG IND 1
οἶδέ PRES MID 1SG IND 1
ἔσσυμαι PRES MID 1SG IND 1
εἴσῃ PRES MID 2SG IND 1
εἴϲεαι PRES MID 2SG IND 1
εἴσεταί PRES MID 3SG IND 1
εἴστεται PRES MID 3SG IND 1
σμεθα PRES MID 1PL IND 1
ἴσθε PRES MID 2PL IND 1
εἴσονταί PRES MID 3PL IND 1
εἴσονται PRES MID 3PL IND 1
εἰδοὶ PRES MID 3PL IND 1
ἴσθι PRES ACT 2SG IMP 230
οἴδατε PRES ACT 2SG IMP 6
οἰδε PRES ACT 2SG IMP 4
Οἴδαμέν PRES ACT 2SG IMP 2
οἴδα PRES ACT 2SG IMP 2
ἴσθʼ PRES ACT 2SG IMP 1
sciri PRES ACT 2SG IMP 1
iint PRES ACT 2SG IMP 1
οἷδα PRES ACT 2SG IMP 1
οἶδε PRES ACT 2SG IMP 1
ἴϲτω PRES ACT 3SG IMP 10
οἴδατε PRES ACT 2PL IMP 6
ᾔδειτε PRES ACT 2PL IMP 2
ἴστε PRES ACT 2PL IMP 1
οἴδατʼ PRES ACT 2PL IMP 1
ἴστωσαν PRES ACT 3PL IMP 7
ἴστων PRES ACT 3PL IMP 1
ἴστω PRES MID 2SG IMP 4
ἴσθ PRES MID 2PL IMP 1
εἱδῇς PRES ACT 2SG SBJV 1
εἴτῃς PRES ACT 2SG SBJV 1
εἰδῶμεν PRES ACT 1PL SBJV 6
οἴδαμεν PRES ACT 1PL SBJV 3
ἴσμεν PRES ACT 1PL SBJV 2
εἰδῳμεν PRES ACT 1PL SBJV 1
ἴϲμεν PRES ACT 1PL SBJV 1
εἰδέωσι PRES ACT 3PL SBJV 1
εἰδῶσιν PRES ACT 3PL SBJV 1
εἰδείην PRES ACT 1SG OPT 1
εἰδείης PRES ACT 2SG OPT 1
εἰδείη PRES ACT 3SG OPT 3
εἴση PRES ACT 3SG OPT 1
εἰδείημεν PRES ACT 1PL OPT 2
εἰδεῶν PRES ACT NOM.SG MASC PTCP 2
εἰδῶν᾿ PRES ACT NOM.SG MASC PTCP 1
ἴστων PRES ACT NOM.SG MASC PTCP 1
εἰδότα PRES ACT ACC.SG MASC PTCP 2
εἰδότος PRES ACT GEN.SG MASC PTCP 1
εἰδότι PRES ACT DAT.SG MASC PTCP 39
οἴδαντι PRES ACT DAT.SG MASC PTCP 1
εἰσθέοντας PRES ACT ACC.PL MASC PTCP 1
velint PRES ACT ACC.PL MASC PTCP 1
εἰδό PRES ACT GEN.PL MASC PTCP 1
εἰδυιῶν PRES ACT GEN.PL FEM PTCP 1
οἴδαινον PRES ACT ACC.SG NEUT PTCP 1
εἰδότι PRES ACT DAT.SG NEUT PTCP 1
εἰσθεόντων PRES ACT GEN.PL NEUT PTCP 1
σκομένους PRES MID ACC.PL MASC PTCP 1
σκομένων PRES MID GEN.PL MASC PTCP 1
εἰσθεόμεναι PRES MID NOM.PL FEM PTCP 1
σκομένων PRES MID GEN.PL NEUT PTCP 1
ἤδειν IMPRF ACT 1SG IND 1
είδον IMPRF ACT 1SG IND 1
ἤιδεις IMPRF ACT 2SG IND 2
ἤδεις IMPRF ACT 2SG IND 2
ἤδεϲται IMPRF ACT 2SG IND 1
εἰδύεϲι IMPRF ACT 2SG IND 1
ἤδει IMPRF ACT 3SG IND 32
ᾔδει IMPRF ACT 3SG IND 3
Ἤιδει IMPRF ACT 3SG IND 3
ἦδεν IMPRF ACT 3SG IND 3
ἤδῃ IMPRF ACT 3SG IND 2
Οἶδε IMPRF ACT 3SG IND 2
οἴδα IMPRF ACT 3SG IND 2
ἐστομ᾿ IMPRF ACT 3SG IND 1
εἵδειεν IMPRF ACT 3SG IND 1
Οἶδεν IMPRF ACT 3SG IND 1
ἤ̣δει IMPRF ACT 3SG IND 1
ʽοἶσθα IMPRF ACT 3SG IND 1
Ἤιδεε IMPRF ACT 3SG IND 1
ἔπθʼ IMPRF ACT 3SG IND 1
οἶδα IMPRF ACT 3SG IND 1
εἰδέτην IMPRF ACT 3DU IND 1
ᾔστην IMPRF ACT 3DU IND 1
ἐπείδομεν IMPRF ACT 1PL IND 6
εἲδομεν IMPRF ACT 1PL IND 3
ᾔδομεν IMPRF ACT 1PL IND 3
εἵδομεν IMPRF ACT 1PL IND 1
ᾔδειτε IMPRF ACT 2PL IND 2
ῇδειτε IMPRF ACT 2PL IND 1
ᾔόεσαν IMPRF ACT 3PL IND 1
ᾔδον IMPRF ACT 3PL IND 1
εἵδοσαν IMPRF ACT 3PL IND 1
Ἤιδεισαν IMPRF ACT 3PL IND 1
ᾔδεσαν IMPRF ACT 3PL IND 1
ἰσχυρίζετο IMPRF MID 3SG IND 55
ᾔδειτο IMPRF MID 3SG IND 1
ʽᾔδετο IMPRF MID 3SG IND 1
ἤδεσθε IMPRF MID 2PL IND 1
ᾔδοντο IMPRF MID 3PL IND 11
ᾔθοντο IMPRF PASS 3PL IND 1
εἰδήσειν FUT ACT INF 2
velint FUT ACT INF 1
εἴσεσθαι FUT MID INF 36
εἴσεσθαί FUT MID INF 1
εἴσεαι FUT - 2SG IND 1
εἰδήσει FUT ACT 3SG IND 16
<οἴσει> FUT ACT 3SG IND 1
εἰδήσομεν FUT ACT 1PL IND 3
ἴστε FUT ACT 2PL IND 2
εἰδεῖτε FUT ACT 2PL IND 1
εἰδήσετε FUT ACT 2PL IND 1
εἰδήσουσί FUT ACT 3PL IND 7
εἰδήσουσίν FUT ACT 3PL IND 3
ἴσουσιν FUT ACT 3PL IND 1
εἴσομαι FUT MID 1SG IND 73
εἴσομαί FUT MID 1SG IND 3
εἴσομʼ FUT MID 1SG IND 1
ἔσσυμαι FUT MID 1SG IND 1
εἴσῃ FUT MID 2SG IND 105
εἴσεαι FUT MID 2SG IND 13
εἰδήσει FUT MID 2SG IND 3
Εἴσῃ FUT MID 2SG IND 1
εἰδῇ FUT MID 2SG IND 1
εἰδόϲι FUT MID 2SG IND 1
εἴσεται FUT MID 3SG IND 327
εἴσεταί FUT MID 3SG IND 13
εἴσονταί FUT MID 3SG IND 2
εἴ|σεται FUT MID 3SG IND 1
ᾔδης FUT MID 3SG IND 1
εἰσεται FUT MID 3SG IND 1
εἰσόμεθα FUT MID 1PL IND 225
εἰσόμεσθα FUT MID 1PL IND 9
Εἰσόμεθα FUT MID 1PL IND 6
εἰσόμεσθʼ FUT MID 1PL IND 1
εἰσόμεθα᾿ FUT MID 1PL IND 1
εἴσεσθε FUT MID 2PL IND 72
εἴσεσθʼ FUT MID 2PL IND 1
ἴσεσθέ FUT MID 2PL IND 1
εἴσονται FUT MID 3PL IND 79
εἴσονταί FUT MID 3PL IND 4
εἴσοιτο FUT MID 3SG OPT 2
εἴσομαι FUT MID ACC.SG NEUT PTCP 1
θαμεν AOR ACT INF 4
εἰδῆσαί AOR ACT INF 2
εἰδεῖν AOR ACT INF 2
Ἤιδειν AOR ACT INF 2
Εἰδεῖν AOR ACT INF 1
εἰδῆϲαι AOR ACT INF 1
ᾔδεῖν AOR ACT INF 1
εἰδοῖν AOR ACT INF 1
ἴστε AOR ACT INF 1
εἰσθέσθαι AOR MID INF 1
εἰδον AOR ACT 1SG IND 5
ἕγνων AOR ACT 1SG IND 3
είδον AOR ACT 1SG IND 1
εἰδες AOR ACT 2SG IND 8
ἦδες AOR ACT 2SG IND 1
οἶδες AOR ACT 2SG IND 1
τἶδες AOR ACT 2SG IND 1
ἤδει AOR ACT 3SG IND 19
ἔστιξε AOR ACT 3SG IND 1
οἴδεν AOR ACT 3SG IND 1
δἶδεν AOR ACT 3SG IND 1
είδεν AOR ACT 3SG IND 1
<οἶδε> AOR ACT 3SG IND 1
οἰδε AOR ACT 3SG IND 1
ᾔδεν AOR ACT 3SG IND 1
ἔπθʼ AOR ACT 3SG IND 1
ἴστω AOR ACT 3SG IND 1
εἰδέτην AOR ACT 3DU IND 1
ἴσαμεν AOR ACT 1PL IND 4
ᾔδομεν AOR ACT 1PL IND 2
οἴδαμεν AOR ACT 1PL IND 2
ᾔσαμεν AOR ACT 1PL IND 1
ἤδειμεν AOR ACT 1PL IND 1
θαμεν AOR ACT 1PL IND 1
ᾔδειτε AOR ACT 2PL IND 4
ἤδειτε AOR ACT 2PL IND 1
ᾔδεισαν AOR ACT 3PL IND 33
ἤδεισαν AOR ACT 3PL IND 6
ᾔδεϲαν AOR ACT 3PL IND 3
ἴδοσάν AOR ACT 3PL IND 2
Ἤιδεισαν AOR ACT 3PL IND 2
ἤδεϲαν AOR ACT 3PL IND 2
ἤιδεσαν AOR ACT 3PL IND 1
εἰὅεσαν AOR ACT 3PL IND 1
εἰδον AOR ACT 3PL IND 1
ἤδεσαν AOR ACT 3PL IND 1
ῇδεισαν AOR ACT 3PL IND 1
ἴστωσαν AOR ACT 3PL IND 1
ᾕδεισαν AOR ACT 3PL IND 1
εἰάθησάν AOR ACT 3PL IND 1
εἰδοσάν AOR ACT 3PL IND 1
ἠσμένησαν AOR ACT 3PL IND 1
Ἤιδεσαν AOR ACT 3PL IND 1
εἰδείησαν AOR ACT 3PL IND 1
ἦδεισαν AOR ACT 3PL IND 1
ἤσθητο AOR MID 3SG IND 2
εἰδήνατο AOR MID 3SG IND 2
ἴσθετο AOR MID 3SG IND 1
ἡπίϲτατο AOR MID 3SG IND 1
σμεθα AOR MID 1PL IND 1
εἰδες AOR ACT 2SG IMP 1
οἶδος AOR ACT 2SG IMP 1
εἰδον AOR ACT 2SG IMP 1
ἴδθι AOR ACT 2SG IMP 1
ἴϲτω AOR ACT 3SG IMP 4
Οἴδατε AOR ACT 2PL IMP 2
οἴδατε AOR ACT 2PL IMP 1
ἵστε AOR ACT 2PL IMP 1
ἴσατε AOR ACT 2PL IMP 1
ἴδτε AOR ACT 2PL IMP 1
ἰδχύσατε AOR ACT 2PL IMP 1
ἴστωσαν AOR ACT 3PL IMP 23
εἰδέτωσαν AOR ACT 3PL IMP 2
ἴστων AOR ACT 3PL IMP 1
εἴσηι AOR MID 2SG IMP 1
εἴσεσθε AOR MID 2PL IMP 3
ἴσασιρ AOR MID 2PL IMP 1
εἰδήϲω AOR ACT 1SG SBJV 2
ἴδκο AOR ACT 1SG SBJV 1
αἴδω AOR ACT 1SG SBJV 1
ἰδεῖυ AOR ACT 1SG SBJV 1
εἰδω AOR ACT 1SG SBJV 1
εἰδῇϲ AOR ACT 2SG SBJV 1
εἴσῃ AOR ACT 3SG SBJV 16
εἰδήσει AOR ACT 3SG SBJV 2
εἰδέλθῃ AOR ACT 3SG SBJV 1
ἤδῃ AOR ACT 3SG SBJV 1
εἰδῆι AOR ACT 3SG SBJV 1
ᾔδειτε AOR ACT 2PL SBJV 2
εἰδῶσι AOR ACT 3PL SBJV 2
οἴδασιν AOR ACT 3PL SBJV 1
εἴδωσιν AOR ACT 3PL SBJV 1
εἰδήσουσί AOR ACT 3PL SBJV 1
εἰδῶσιν AOR ACT 3PL SBJV 1
εἰδήσουσίν AOR ACT 3PL SBJV 1
εἴδωσι AOR ACT 3PL SBJV 1
εἴσῃ AOR MID 2SG SBJV 7
εἴσηται AOR MID 3SG SBJV 2
εἴσεται AOR MID 3SG SBJV 1
ἴσαμι AOR ACT 1SG OPT 3
εἰδείης AOR ACT 2SG OPT 3
εἰδείη AOR ACT 3SG OPT 11
εἵδη AOR ACT 3SG OPT 1
Εἰδείη AOR ACT 3SG OPT 1
εἰδείημεν AOR ACT 1PL OPT 6
ᾔδειτε AOR ACT 2PL OPT 18
εἰδείητε AOR ACT 2PL OPT 1
ᾔδειτʼ AOR ACT 2PL OPT 1
εἰδοῖεν AOR ACT 3PL OPT 2
ᾔδειϲαν AOR ACT 3PL OPT 2
εἰδεῖεν AOR ACT 3PL OPT 1
εἴσαιτο AOR MID 3SG OPT 12
εἰδοὺς AOR ACT NOM.SG MASC PTCP 3
εἰδὼν AOR ACT NOM.SG MASC PTCP 2
εἰδούς AOR ACT NOM.SG MASC PTCP 2
εἰδὼνμε AOR ACT NOM.SG MASC PTCP 1
εἰδένα AOR ACT ACC.SG MASC PTCP 1
εἰδότος AOR ACT GEN.SG MASC PTCP 2
εἰδότι AOR ACT DAT.SG MASC PTCP 2
εἰδότες AOR ACT NOM.PL MASC PTCP 1
οὔτʼείδότες AOR ACT NOM.PL MASC PTCP 1
σἶδας AOR ACT ACC.PL MASC PTCP 1
εἰδότας AOR ACT ACC.PL MASC PTCP 1
ἴσασιν AOR ACT DAT.PL MASC PTCP 5
ἴσασι AOR ACT DAT.PL MASC PTCP 1
ἰδοῦϲα AOR ACT NOM.SG FEM PTCP 2
ἰδοῖσʼ AOR ACT NOM.SG FEM PTCP 1
Ἴσμενοι AOR MID NOM.PL MASC PTCP 1
ἐσθεμένη AOR MID NOM.SG FEM PTCP 1
ἐσθεμένης AOR MID GEN.SG FEM PTCP 1
εἰδον AOR MID ACC.SG NEUT PTCP 1
εἰδήνατο AOR - 3SG IND 1
εἰδέναι PRF ACT INF 4,335
Εἰδέναι PRF ACT INF 42
ἴδμεν PRF ACT INF 11
ἴδμεναι PRF ACT INF 9
οἴδαμεν PRF ACT INF 4
είδέναι PRF ACT INF 2
εἰδ PRF ACT INF 2
εἰδήσει PRF ACT INF 2
εἰδέαι PRF ACT INF 2
Eἰδέναι PRF ACT INF 2
εἰδὲ PRF ACT INF 1
εἰδέεναι PRF ACT INF 1
εἰδώ PRF ACT INF 1
εἰδεναι PRF ACT INF 1
εἰδένα PRF ACT INF 1
εἰδὲναι PRF ACT INF 1
εἰδδέναι PRF ACT INF 1
ἴστω PRF ACT INF 1
ἀλλʼεἰδέναι PRF ACT INF 1
σασθαί PRF MID INF 1
οἶδα PRF ACT 1SG IND 3,174
οἶδʼ PRF ACT 1SG IND 1,048
Οἶδα PRF ACT 1SG IND 158
οἶδά PRF ACT 1SG IND 128
οἶδ᾿ PRF ACT 1SG IND 111
οἶδ PRF ACT 1SG IND 73
Οἶδά PRF ACT 1SG IND 25
οἴδα PRF ACT 1SG IND 23
οἴδατε PRF ACT 1SG IND 13
οἶδέ PRF ACT 1SG IND 6
οἴδαμέν PRF ACT 1SG IND 6
οἶδε PRF ACT 1SG IND 6
Οἶδ PRF ACT 1SG IND 4
εἰδό PRF ACT 1SG IND 3
οἶδαʼ PRF ACT 1SG IND 3
οἷδα PRF ACT 1SG IND 2
ἐγῷδα PRF ACT 1SG IND 2
εἰδ PRF ACT 1SG IND 1
Οἶδ᾿ PRF ACT 1SG IND 1
οἶδας PRF ACT 1SG IND 1
0ἶδα PRF ACT 1SG IND 1
οἶδὰ PRF ACT 1SG IND 1
|Οἶδα PRF ACT 1SG IND 1
Οἶδαὅτι PRF ACT 1SG IND 1
εἰδόθʼ PRF ACT 1SG IND 1
ἰδοῦϲα PRF ACT 1SG IND 1
οἶδ᾿  PRF ACT 1SG IND 1
ʽοἶδα PRF ACT 1SG IND 1
οἶδʼὅτι PRF ACT 1SG IND 1
οἶδὲ PRF ACT 1SG IND 1
ἀλλʼοἶδα PRF ACT 1SG IND 1
οἶ|δα PRF ACT 1SG IND 1
εἰδο PRF ACT 1SG IND 1
οἴδασι PRF ACT 1SG IND 1
Οἶδʼ PRF ACT 1SG IND 1
οἶδχ᾿ PRF ACT 1SG IND 1
δΟἶδα PRF ACT 1SG IND 1
οἶσθα PRF ACT 2SG IND 800
οἶδας PRF ACT 2SG IND 477
οἶσθʼ PRF ACT 2SG IND 211
οἶσθά PRF ACT 2SG IND 52
Οἶδας PRF ACT 2SG IND 21
οἶσθ PRF ACT 2SG IND 18
οἶσθ᾿ PRF ACT 2SG IND 14
Οἶσθα PRF ACT 2SG IND 12
οἶδάς PRF ACT 2SG IND 9
οἶσθας PRF ACT 2SG IND 8
ἴσθʼ PRF ACT 2SG IND 7
Οἶσθά PRF ACT 2SG IND 5
σἶδας PRF ACT 2SG IND 3
οἶδαϲ PRF ACT 2SG IND 2
οἶσθἀ PRF ACT 2SG IND 2
οἶδα PRF ACT 2SG IND 2
ᾔδειϲθα PRF ACT 2SG IND 1
οἶδεας PRF ACT 2SG IND 1
οἶδας< PRF ACT 2SG IND 1
οἴδας PRF ACT 2SG IND 1
῾οἶδας PRF ACT 2SG IND 1
οἶδεν PRF ACT 3SG IND 2,223
οἶδε PRF ACT 3SG IND 1,604
οἶδέ PRF ACT 3SG IND 50
οἶδʼ PRF ACT 3SG IND 35
Οἶδεν PRF ACT 3SG IND 22
Οἶδε PRF ACT 3SG IND 16
οἶδέν PRF ACT 3SG IND 9
οἰδε PRF ACT 3SG IND 8
οἶδ᾿ PRF ACT 3SG IND 7
οἶδ PRF ACT 3SG IND 6
οἴδεν PRF ACT 3SG IND 5
Οἶδά PRF ACT 3SG IND 2
οἴδὲ PRF ACT 3SG IND 1
εἰδω PRF ACT 3SG IND 1
οἶδεν< PRF ACT 3SG IND 1
οἶδεʼ PRF ACT 3SG IND 1
οἶδεν᾿ PRF ACT 3SG IND 1
εἰδχεν PRF ACT 3SG IND 1
Οἰδε PRF ACT 3SG IND 1
εἰδο PRF ACT 3SG IND 1
ἴσμεν PRF ACT 1PL IND 1,111
οἴδαμεν PRF ACT 1PL IND 393
ἴδμεν PRF ACT 1PL IND 124
Οἴδαμεν PRF ACT 1PL IND 46
ᾔδειμεν PRF ACT 1PL IND 18
Ἴσμεν PRF ACT 1PL IND 15
ἴϲμεν PRF ACT 1PL IND 7
εἰδείημεν PRF ACT 1PL IND 4
ἴσμεv PRF ACT 1PL IND 2
εἰδῶμεν PRF ACT 1PL IND 1
ἴσμεν᾿ PRF ACT 1PL IND 1
ᾒδειμεν PRF ACT 1PL IND 1
οἴδαμαεν PRF ACT 1PL IND 1
<ἴσμεν> PRF ACT 1PL IND 1
Ἴδνμεν PRF ACT 1PL IND 1
οἴδαμεν< PRF ACT 1PL IND 1
ἤιδειμεν PRF ACT 1PL IND 1
εἰδεῖμεν PRF ACT 1PL IND 1
οἴδατε PRF ACT 2PL IND 395
ἴστε PRF ACT 2PL IND 262
ἴστʼ PRF ACT 2PL IND 15
Οἴδατε PRF ACT 2PL IND 11
ἴσθʼ PRF ACT 2PL IND 7
ᾔδειτε PRF ACT 2PL IND 6
Ἴστε PRF ACT 2PL IND 2
ἴστω PRF ACT 2PL IND 1
αἴδατε PRF ACT 2PL IND 1
οἵδατε PRF ACT 2PL IND 1
ἴστεʼ PRF ACT 2PL IND 1
ᾔδείτε PRF ACT 2PL IND 1
ἴσθ PRF ACT 2PL IND 1
ʽἴστε PRF ACT 2PL IND 1
>ἴστε PRF ACT 2PL IND 1
ἴστέ PRF ACT 2PL IND 1
ἴσασιν PRF ACT 3PL IND 157
ἴσασι PRF ACT 3PL IND 119
οἴδασιν PRF ACT 3PL IND 37
οἴδασι PRF ACT 3PL IND 13
ἴσασί PRF ACT 3PL IND 10
οἴδασί PRF ACT 3PL IND 6
ἴσασ PRF ACT 3PL IND 2
ἴσασίν PRF ACT 3PL IND 2
Οἴδασιν PRF ACT 3PL IND 1
οἴδασίν PRF ACT 3PL IND 1
οἶδαϲιν PRF ACT 3PL IND 1
ἴσασʼ PRF ACT 3PL IND 1
Ἤσθηται PRF MID 3SG IND 1
ἤσθησθε PRF MID 2PL IND 1
ἤσθηνται PRF MID 3PL IND 2
ἴσθι PRF ACT 2SG IMP 458
ἴσθʼ PRF ACT 2SG IMP 48
Ἴσθι PRF ACT 2SG IMP 15
ἴσθ PRF ACT 2SG IMP 4
ἴσθιν PRF ACT 2SG IMP 1
ἴστω PRF ACT 3SG IMP 255
ἴστε PRF ACT 2PL IMP 389
ἴσθʼ PRF ACT 2PL IMP 7
ᾔδειτε PRF ACT 2PL IMP 2
ᾕδειτε PRF ACT 2PL IMP 1
οἴδατε PRF ACT 2PL IMP 1
ἴσθ PRF ACT 2PL IMP 1
ἴστωσαν PRF ACT 3PL IMP 24
ἴστω PRF ACT 3PL IMP 5
εἰδῶ PRF ACT 1SG SBJV 52
εἰδέω PRF ACT 1SG SBJV 6
εἰδ PRF ACT 1SG SBJV 1
εἰδῇς PRF ACT 2SG SBJV 116
εἰδῇϲ PRF ACT 2SG SBJV 4
εἰδῇ PRF ACT 2SG SBJV 2
εἰδ PRF ACT 2SG SBJV 1
εἰδείημεν PRF ACT 2SG SBJV 1
εἰδῇ PRF ACT 3SG SBJV 117
εἰδήσει PRF ACT 3SG SBJV 3
ἤδῃ PRF ACT 3SG SBJV 1
εἰδὸ PRF ACT 3SG SBJV 1
εἰδ PRF ACT 3SG SBJV 1
εἰδότι PRF ACT 3SG SBJV 1
εἰδῶμεν PRF ACT 1PL SBJV 101
εἰδείημεν PRF ACT 1PL SBJV 12
οἴδαμεν PRF ACT 1PL SBJV 7
εἰδῶ PRF ACT 1PL SBJV 1
εἰδῆτε PRF ACT 2PL SBJV 126
εἰδῆθʼ PRF ACT 2PL SBJV 32
εἰδῆτʼ PRF ACT 2PL SBJV 12
εἰδείητε PRF ACT 2PL SBJV 1
εἰδῶσιν PRF ACT 3PL SBJV 36
εἰδῶσι PRF ACT 3PL SBJV 13
εἰδόσιν PRF ACT 3PL SBJV 4
εἰδῶσʼ PRF ACT 3PL SBJV 2
οἴδασι PRF ACT 3PL SBJV 2
οἴδασιν PRF ACT 3PL SBJV 1
εἰδείην PRF ACT 1SG OPT 50
εἰδείης PRF ACT 1SG OPT 11
εἰδείητʼ PRF ACT 1SG OPT 1
εἰδείης PRF ACT 2SG OPT 43
εἰδείημεν PRF ACT 2SG OPT 3
εἰδείηϲ PRF ACT 2SG OPT 1
εἰδείη PRF ACT 3SG OPT 199
εἰδείητε PRF ACT 3SG OPT 4
εἰδοί PRF ACT 3SG OPT 1
εἰδεῖτʼ PRF ACT 2PL OPT 2
ᾔδειτε PRF ACT 2PL OPT 2
εἰδείητε PRF ACT 2PL OPT 2
εἰδείηθʼ PRF ACT 2PL OPT 1
<εἰδείημεν> PRF ACT 2PL OPT 1
εἰδεῖεν PRF ACT 3PL OPT 63
εἰδείη PRF ACT 3PL OPT 2
εἰδεῖέν PRF ACT 3PL OPT 2
εἰδείησαν PRF ACT 3PL OPT 2
εἰδεῖμεν PRF ACT 3PL OPT 2
εἰδοῖεν PRF ACT 3PL OPT 1
εἰδείημιν PRF ACT 3PL OPT 1
εἰδεῖ PRF ACT 3PL OPT 1
εἰδείημεν PRF ACT 3PL OPT 1
εἰδὼς PRF ACT NOM.SG MASC PTCP 2,229
εἰδώς PRF ACT NOM.SG MASC PTCP 454
εἰδὼϲ PRF ACT NOM.SG MASC PTCP 30
Εἰδὼς PRF ACT NOM.SG MASC PTCP 29
εἰδώϲ PRF ACT NOM.SG MASC PTCP 22
εἰὸὼς PRF ACT NOM.SG MASC PTCP 1
Εἰδώς PRF ACT NOM.SG MASC PTCP 1
εἰδῶώς PRF ACT NOM.SG MASC PTCP 1
εἰδούς PRF ACT NOM.SG MASC PTCP 1
εἰδ PRF ACT NOM.SG MASC PTCP 1
είδὼϲ PRF ACT NOM.SG MASC PTCP 1
είδὼς PRF ACT NOM.SG MASC PTCP 1
ἐδηδὼς PRF ACT NOM.SG MASC PTCP 1
εἴδὼς PRF ACT NOM.SG MASC PTCP 1
εἰδὸς PRF ACT NOM.SG MASC PTCP 1
εἰδότα PRF ACT ACC.SG MASC PTCP 402
εἰδότʼ PRF ACT ACC.SG MASC PTCP 10
εἰδόθʼ PRF ACT ACC.SG MASC PTCP 6
εἰδόθ᾿ PRF ACT ACC.SG MASC PTCP 1
εἰδότ PRF ACT ACC.SG MASC PTCP 1
εἰδό PRF ACT ACC.SG MASC PTCP 1
εἰδότος PRF ACT GEN.SG MASC PTCP 208
εἰδότοϲ PRF ACT GEN.SG MASC PTCP 2
εἰδό PRF ACT GEN.SG MASC PTCP 1
εἰδότι PRF ACT DAT.SG MASC PTCP 127
εἰδόϲι PRF ACT DAT.SG MASC PTCP 1
εἰδώς PRF ACT VOC.SG MASC PTCP 2
εἰδ PRF ACT VOC.SG MASC PTCP 1
εἰδότε PRF ACT NOM.DU MASC PTCP 13
εἰδότες PRF ACT NOM.PL MASC PTCP 1,297
Εἰδότες PRF ACT NOM.PL MASC PTCP 20
εἰδότεϲ PRF ACT NOM.PL MASC PTCP 12
εἰδό PRF ACT NOM.PL MASC PTCP 2
εἰδότεσ PRF ACT NOM.PL MASC PTCP 1
εἰδóτες PRF ACT NOM.PL MASC PTCP 1
εἰδότε PRF ACT NOM.PL MASC PTCP 1
εἰδότας PRF ACT ACC.PL MASC PTCP 463
εἰδόταϲ PRF ACT ACC.PL MASC PTCP 6
εἰδότ PRF ACT ACC.PL MASC PTCP 1
εἰδότων PRF ACT GEN.PL MASC PTCP 289
εἰδόσιν PRF ACT DAT.PL MASC PTCP 146
εἰδόσι PRF ACT DAT.PL MASC PTCP 131
εἰδό PRF ACT DAT.PL MASC PTCP 1
εἰδυῖα PRF ACT NOM.SG FEM PTCP 156
ἰδυῖα PRF ACT NOM.SG FEM PTCP 9
εἰδυῖά PRF ACT NOM.SG FEM PTCP 2
εἰδυῖαι PRF ACT NOM.SG FEM PTCP 1
εἰδυῖʼ PRF ACT NOM.SG FEM PTCP 1
εἰδυῖ᾿ PRF ACT NOM.SG FEM PTCP 1
εἰδυία PRF ACT NOM.SG FEM PTCP 1
εἰδυῖ PRF ACT NOM.SG FEM PTCP 1
εἰδυῖαν PRF ACT ACC.SG FEM PTCP 28
ἰδυῖαν PRF ACT ACC.SG FEM PTCP 6
εἰδυίας PRF ACT GEN.SG FEM PTCP 18
ἰδυίῃ PRF ACT DAT.SG FEM PTCP 3
εἰδυίᾳ PRF ACT DAT.SG FEM PTCP 2
εἰδυίῃ PRF ACT DAT.SG FEM PTCP 2
εἰδυῖαι PRF ACT NOM.PL FEM PTCP 21
ἰδυῖαι PRF ACT NOM.PL FEM PTCP 1
εἰδοῖαι PRF ACT NOM.PL FEM PTCP 1
εἰδυίας PRF ACT ACC.PL FEM PTCP 6
ἰδυίας PRF ACT ACC.PL FEM PTCP 4
ἰδυίῃσι PRF ACT DAT.PL FEM PTCP 7
εἰδυίῃσι PRF ACT DAT.PL FEM PTCP 3
εἰδυίαις PRF ACT DAT.PL FEM PTCP 2
εἰδυίαισιν PRF ACT DAT.PL FEM PTCP 1
εἰδυίῃσιν PRF ACT DAT.PL FEM PTCP 1
ἰδυίῃσιν PRF ACT DAT.PL FEM PTCP 1
εἰδὸς PRF ACT NOM.SG NEUT PTCP 21
εἰδός PRF ACT NOM.SG NEUT PTCP 2
εἰδὸϲ PRF ACT NOM.SG NEUT PTCP 2
εἰδώς PRF ACT NOM.SG NEUT PTCP 1
εἰδὸς PRF ACT ACC.SG NEUT PTCP 4
εἰδὸϲ PRF ACT ACC.SG NEUT PTCP 3
εἰδός PRF ACT ACC.SG NEUT PTCP 3
εἰδότος PRF ACT GEN.SG NEUT PTCP 18
εἰδότοϲ PRF ACT GEN.SG NEUT PTCP 3
εἰδότι PRF ACT DAT.SG NEUT PTCP 1
εἰδότα PRF ACT NOM.PL NEUT PTCP 19
εἰδότων PRF ACT NOM.PL NEUT PTCP 1
εἰδότα PRF ACT ACC.PL NEUT PTCP 31
εἰδότων PRF ACT GEN.PL NEUT PTCP 5
εἰδηφόσι PRF ACT DAT.PL NEUT PTCP 1
σθημένοι PRF MID NOM.PL MASC PTCP 1
εἰδἐ PRF MID ACC.PL NEUT PTCP 1
ᾔδειν PLPRF ACT 1SG IND 200
ᾔδη PLPRF ACT 1SG IND 39
ᾔδειμεν PLPRF ACT 1SG IND 6
ᾔδει PLPRF ACT 1SG IND 3
Ἤιδειν PLPRF ACT 1SG IND 3
ᾔδεʼ PLPRF ACT 1SG IND 3
ἤδειν PLPRF ACT 1SG IND 3
ᾔδεινʼ PLPRF ACT 1SG IND 2
ᾒδη PLPRF ACT 1SG IND 2
ᾔδειτε PLPRF ACT 1SG IND 2
ᾔδεα PLPRF ACT 1SG IND 2
ᾒδειμεν PLPRF ACT 1SG IND 1
ᾔδημεν PLPRF ACT 1SG IND 1
εἰδι᾿ PLPRF ACT 1SG IND 1
ᾔδεις PLPRF ACT 2SG IND 109
ᾔδειτε PLPRF ACT 2SG IND 9
ᾔδησθα PLPRF ACT 2SG IND 8
ᾔδης PLPRF ACT 2SG IND 3
ᾔδησθʼ PLPRF ACT 2SG IND 3
ᾔδειϲ PLPRF ACT 2SG IND 2
ᾔδειϲθα PLPRF ACT 2SG IND 2
ᾕδειτε PLPRF ACT 2SG IND 1
ᾔδησθά PLPRF ACT 2SG IND 1
ᾔδηϲθα PLPRF ACT 2SG IND 1
Οἶδας PLPRF ACT 2SG IND 1
ᾔδεισθα PLPRF ACT 2SG IND 1
ᾔδειϲαν PLPRF ACT 2SG IND 1
ᾕδεις PLPRF ACT 2SG IND 1
ᾔδει PLPRF ACT 3SG IND 834
ᾔδη PLPRF ACT 3SG IND 68
ᾔδειν PLPRF ACT 3SG IND 35
ᾔδεισαν PLPRF ACT 3SG IND 33
ᾔδειμεν PLPRF ACT 3SG IND 26
ᾔδεε PLPRF ACT 3SG IND 16
Ἤιδει PLPRF ACT 3SG IND 15
ᾜδει PLPRF ACT 3SG IND 11
ᾔδεεν PLPRF ACT 3SG IND 6
ᾒδει PLPRF ACT 3SG IND 5
ᾔδειτε PLPRF ACT 3SG IND 5
ᾕδει PLPRF ACT 3SG IND 4
οἶδά PLPRF ACT 3SG IND 2
ἠείδη PLPRF ACT 3SG IND 2
Ἤδει PLPRF ACT 3SG IND 2
ῄδει PLPRF ACT 3SG IND 1
εἰδω PLPRF ACT 3SG IND 1
ᾔδε PLPRF ACT 3SG IND 1
ἤδει PLPRF ACT 3SG IND 1
οἶδ᾿ PLPRF ACT 3SG IND 1
ᾔδεῖ PLPRF ACT 3SG IND 1
ἤ̣δει PLPRF ACT 3SG IND 1
ᾕδεε PLPRF ACT 3SG IND 1
ῇδει PLPRF ACT 3SG IND 1
ᾔδειιτε PLPRF ACT 3SG IND 1
ῇδη PLPRF ACT 3SG IND 1
ᾔδειϲαν PLPRF ACT 3SG IND 1
ῆδει PLPRF ACT 3SG IND 1
ᾔδειμέν PLPRF ACT 3SG IND 1
ᾔδειᵗ PLPRF ACT 3SG IND 1
<ᾔδει PLPRF ACT 3SG IND 1
ʽᾔδει PLPRF ACT 3SG IND 1
ᾔδειμεν PLPRF ACT 1PL IND 2
ᾔδειτε PLPRF ACT 2PL IND 2
ᾔδεσαν PLPRF ACT 3PL IND 286
ᾔδεισαν PLPRF ACT 3PL IND 108
ᾔδεσάν PLPRF ACT 3PL IND 6
ῇδεσαν PLPRF ACT 3PL IND 2
ᾔδεσανʼ PLPRF ACT 3PL IND 2
ᾔδειμεν PLPRF ACT 3PL IND 2
ἤδεσαν PLPRF ACT 3PL IND 2
εἰδέναἰ PLPRF ACT 3PL IND 1
εἰδ PLPRF ACT 3PL IND 1
ᾒδεισαν PLPRF ACT 3PL IND 1
εἰδείησαν PLPRF ACT 3PL IND 1
Ἤιδεισαν PLPRF ACT 3PL IND 1
ᾔδεεσαν PLPRF ACT 3PL IND 1
ᾔδεισάν PLPRF ACT 3PL IND 1
ἴστωσαν PLPRF ACT 3PL IND 1
ᾔδεμεν PLPRF ACT 3PL IND 1
ἤσθητο PLPRF MID 3SG IND 1
εἴστο PLPRF MID 3PL IND 1
οἴδασι PLPRF PASS 3PL IND 1
εἰάθην AOR PASS 1SG IND 1
ἢσθη AOR PASS 3SG IND 1
εἰδείημεν AOR PASS 1PL IND 2
εἰδείη AOR PASS 3SG OPT 8
εἰδείημεν AOR PASS 1PL OPT 7
εἰδεῖμεν AOR PASS 1PL OPT 1
εἰδείησαν AOR PASS 3PL OPT 2
εἰδείης AOR PASS NOM.SG MASC PTCP 1
ἴδμεναι @@@ ---na--- 1