|
| |
| Lemma |
CC |
CH |
CS |
ABR |
Other tags |
| ‡ll€ |
CC |
CH |
CS |
|
|
| ˆra, Šra |
|
CH |
|
|
QT |
| ˆcri(v) |
|
|
CS |
|
PG |
| g€r |
|
|
CS |
|
QS |
| d™ |
CC |
CH |
CS |
|
|
| diç |
|
CH |
|
|
|
| diçper |
|
CH |
|
|
|
| diçti |
|
CH |
CS |
|
|
| €n |
|
|
CS |
|
QV |
| €nper |
|
|
CS |
|
|
| e¸ |
CC |
|
CS |
ABR |
QT |
| e¹per |
|
|
CS |
|
|
| e¹te |
CC |
|
CS |
|
CC+, CS+ |
| p€n |
|
|
CS |
|
|
| pe° |
|
|
CS |
|
|
| peidÐ |
|
|
CS |
|
|
| peidÐper |
|
|
CS |
|
|
| œwv |
|
|
CS |
|
PG |
| Ø |
CC |
CH |
CS |
|
CC+ |
| Ón°ka |
|
|
CS |
|
|
| Øper |
|
|
CS |
|
|
| Øtoi |
CC |
|
|
|
|
| ´na |
CC |
CH |
CS |
ABR |
|
| kaq€ |
|
|
CS |
|
|
| kaq€per |
|
|
CS |
|
|
| kaqç |
|
|
CS |
|
|
| kaqçti |
|
|
CS |
|
|
| kaqðv |
|
|
CS |
|
|
| kaqðsper |
|
|
CS |
|
|
| ka° |
CC |
CH |
CS |
|
AB, CC+ |
| ka°per |
|
|
CS |
|
|
| ka°toi |
|
CH |
CS |
|
|
| ka°toige |
|
|
CS |
|
|
| m™n |
CC |
|
CS |
|
QS |
| m™ntoi |
|
CH |
|
|
|
| m™cri(v) |
|
|
CS |
|
PG |
| mÐ |
CC |
|
CS |
|
QN, QT |
| mjd™ |
CC |
|
|
|
AB |
| mÐpote |
CC |
|
CS |
|
QT, AB |
| mÐte |
CC |
|
|
|
CC+ |
| êqen |
|
CH |
CS |
ABR |
|
| êpou |
|
|
CS |
ABR |
|
| êpwv |
CC |
CH |
CS |
ABR |
|
| és€kiv |
|
|
CS |
|
|
| êtan |
|
|
CS |
ABR |
|
| ête |
|
|
CS |
ABR |
|
| êti |
CC |
CH |
CS |
ABR |
APRNN-S, ABT |
| oÆ |
|
|
CS |
ABR |
APRGN-S |
| oÇd™ |
CC |
|
|
|
AB, CC+, QT |
| oÊn |
CC |
CH |
|
|
QS |
| oÈte |
CC |
|
|
|
CC+ |
| pr°n |
|
|
CS |
|
AB |
| plÐn |
CC |
CH |
|
|
PG |
| pòv, pð v |
CC |
|
|
|
ABT, AB, ABI |
| t™ |
CC |
CH |
CS |
|
CC+, AB |
| toigaroÂn |
|
CH |
|
|
|
| to°nun |
|
CH |
|
|
|
| óv |
CC |
CH |
CS |
ABR |
AB |
| óse° |
|
|
CS |
|
AB |
| ôsper |
|
|
CS |
|
|
| óspere° |
|
|
CS |
|
|
| ôste |
|
CH |
CS |
|
|
Crasis:
| Lemma |
Tags |
| k‡gð |
AB&NPN-1S, CS&NPN-1S, CC&NPN-1S,
CH&NPN-1S |
| k‡ke² |
CC&AB, AB&AB |
| k‡ke²qen |
CC&AB, CH&AB |
| k‡ke²nov |
CC&APDNM-S, CH&APDNM-S, AB&APDNM-S |
| kˆn |
AB&CS, AB&QV, CC&CS |
| oÇkoÂn |
QN&CH |
There are no conjunctions in our analysis which function so only derivatively (that is
^c).
|
