PC	7533
NOU-C(number=sg)	5683
ADP(type=pre)	4696
PD(type=d-p,subtype=art,position=prenom)	3026
VRB(finiteness=fin,tense=pres)	2707
NOU-C(number=pl)	2308
ADV(type=reg)	2165
VRB(finiteness=inf)	1790
AA(degree=pos,position=prenom)	1765
CONJ(type=coor)	1699
PD(type=pers,position=free)	1655
CONJ(type=sub)	1094
VRB(finiteness=pastpart)	1001
AA(degree=pos,position=free)	997
VRB(finiteness=fin,tense=past)	913
PD(type=indef,subtype=art,position=prenom)	857
PD(type=d-p,position=free)	828
PD(type=poss,position=prenom)	690
RES(type=for)	591
ADV(type=pron)	491
PD(type=indef,subtype=oth,position=prenom)	488
NOU-P	465
PD(type=d-p,subtype=oth,position=prenom)	435
PD(type=indef,position=free)	419
PD(type=w-p,position=free)	204
VRB(finiteness=prespart)	175
NUM(type=card,position=prenom,representation=let)	167
PD(type=refl,position=free)	137
AA(degree=sup,position=prenom)	120
NOU-P(WF=abbr)	104
ADP(type=pre)+PD(type=d-p,subtype=art,position=prenom)	94
ADV(type=reg,WF=abbr)|ADV(type=reg,WF=abbr)	87
AA(degree=comp,position=free)	77
NUM(type=card,position=prenom,representation=dig)	56
NUM(type=card,position=free,representation=let)	54
NUM(type=ord,position=prenom,representation=let)	42
NOU-C(number=sg,WF=abbr)	37
INT	37
NUM(type=card,position=free,representation=dig)	34
AA(degree=comp,position=prenom)	32
NOU-C(number=sg,WF=trunc)+NOU-C(number=sg)	31
PD(type=recip,position=free)	27
PD(type=w-p,position=prenom)	22
NUM(type=card,position=postnom,representation=dig)	20
VRB(finiteness=fin,tense=pres)+PD(type=pers,position=free)	18
NOU-C(number=pl,WF=abbr)	18
ADV(type=reg,WF=abbr)	16
PD(type=pers,position=free)|PD(type=pers,position=free)	14
NOU-C(number=pl,WF=trunc)+NOU-C(number=pl)	14
NUM(type=ord,position=prenom,representation=dig)	14
AA(degree=pos,position=prenom,WF=abbr)	13
AA(degree=sup,position=free)	12
VRB(finiteness=inf)+ADP(type=pre)	11
NUM(type=card,position=free,representation=dig)+NUM(type=ord,position=free,representation=dig)	9
CONJ(type=sub)+PD(type=pers,position=free)	9
PD(type=d-p,position=postnom)	8
ADP(type=circ)	8
AA(degree=pos,position=postnom)	7
NUM(type=ord,position=free,representation=let)	7
PD(type=d-p,subtype=art,position=prenom)+NOU-C(number=sg)	6
NUM(type=card,position=prenom,representation=rom)	5
PD(type=pers,position=free)+ADV(type=reg)	5
PD(type=d-p,subtype=art,position=prenom)+NOU-C(number=pl)	4
NUM(type=card,position=prenom,representation=dig)+NUM(type=ord,position=prenom,representation=dig)	4
CONJ(type=sub)+ADV(type=reg)	4
PD(type=pers,position=free,WF=abbr)	4
PD(type=d-p,subtype=art,position=prenom)+NUM(type=ord,position=prenom,representation=let)	4
PD(type=d-p,subtype=art,position=prenom)+NUM(type=card,position=prenom,representation=let)	3
VRB(finiteness=fin,tense=pres,WF=mis)	3
PD(type=pers,position=free)+PD(type=pers,position=free)	3
VRB(finiteness=fin,tense=pres)+ADV(type=reg)	3
RES(type=meta)	3
ADP(type=pre,WF=abbr)	3
NUM(type=card,position=prenom,representation=dig)+NUM(type=card,position=prenom,representation=dig)	3
NUM(type=ord,position=free,representation=dig)	3
NOU-C(number=sg)+NOU-C(number=sg)	3
NUM(type=card,position=prenom,representation=let,WF=trunc)+NUM(type=card,position=prenom,representation=let)	3
RES(type=aff)	3
VRB(finiteness=inf,WF=mis)	2
AA(degree=pos,position=prenom,WF=trunc)+AA(degree=pos,position=prenom)	2
CONJ(type=coor)+PD(type=pers,position=free)	2
PD(type=d-p,subtype=art,position=prenom)+AA(degree=pos,position=prenom)	2
NOU-C(number=sg)+NOU-C(number=sg,WF=trunc)	2
ADV(type=reg)+ADV(type=reg)	2
NOU-C(number=pl,WF=mis)	2
PD(type=pers,position=free)+VRB(finiteness=fin,tense=pres)	2
CONJ(type=sub)+ADV(type=pron)	2
PD(type=d-p,subtype=art,position=prenom)+AA(degree=sup,position=prenom)	2
VRB(finiteness=pastpart,WF=trunc)+VRB(finiteness=pastpart)	2
AA(degree=pos,position=prenom)+NOU-C(number=sg)	2
NUM(type=card,position=postnom,representation=dig)+NUM(type=card,position=free,representation=dig)+NUM(type=card,position=free,representation=dig)	2
AA(degree=sup,position=prenom,WF=abbr)	2
NOU-P(WF=abbr)+NOU-P(WF=abbr)	2
AA(degree=pos,position=free,WF=mis)+AA(degree=pos,position=free)	2
NUM(type=card,position=free,representation=rom)	2
VRB(finiteness=fin,tense=past)+PD(type=pers,position=free)	2
VRB(finiteness=fin,tense=pres)+ADV(type=pron)	2
NOU-P(WF=trunc)+NOU-P	2
NOU-C(number=sg,WF=mis)+CONJ(type=coor,WF=mis)	2
AA(degree=pos,position=free,WF=trunc)+AA(degree=pos,position=free)	2
NOU-C(number=pl,WF=trunc)+NOU-C(number=sg)	2
NOU-C(number=sg,WF=trunc)	2
NOU-P+AA(degree=pos,position=postnom)	1
AA(degree=pos,position=free,WF=mis)	1
AA(degree=pos,position=postnom,WF=abbr)	1
ADP(type=pre)+VRB(finiteness=inf)	1
ADP(type=pre)+NOU-C(number=sg)	1
PD(type=pers,position=free)+PD(type=indef,subtype=art,position=prenom)	1
PD(type=indef,position=free,WF=mis)	1
NOU-C(number=sg,WF=mis)+ADP(type=pre,WF=mis)	1
PD(type=d-p,position=free,WF=abbr)+VRB(finiteness=fin,tense=pres,WF=abbr)+VRB(finiteness=inf,WF=abbr)	1
PD(type=d-p,position=free)+PD(type=pers,position=free)	1
ADP(type=pre)+PD(type=pers,position=free)	1
NOU-C(number=sg,WF=mis)	1
trede	1
NUM(type=ord,position=prenom,representation=rom)	1
NOU-C(number=sg,WF=abbr)+NUM(type=card,position=free,representation=dig)	1
NOU-C(number=sg,WF=abbr)+NUM(type=card,position=postnom,representation=dig)	1
NUM(type=card,position=postnom,representation=let)	1
ADP(type=pre)+NUM(type=card,position=prenom,representation=let)+NOU-C(number=sg)	1
AA(degree=pos,position=prenom)+AA(degree=pos,position=prenom)	1
AA(degree=pos,position=free)+AA(degree=pos,position=free)	1
ADP(type=post)	1
NOU-C(number=uncl)	1
NUM(type=card,position=prenom,representation=let)+NOU-C(number=pl)	1
PD(type=poss,position=prenom,WF=mis)	1
PD(type=indef,position=postnom)	1
NUM(type=card,position=prenom,representation=let)+NOU-C(number=sg)	1
NOU-C(number=sg)+NOU-C(number=sg)+NOU-C(number=sg)	1
NUM(type=ord,position=free,representation=mix-dig)	1
AA(degree=pos,position=free)+VRB(finiteness=prespart)	1
AA(degree=pos,position=prenom,WF=mis)	1
PD(type=d-p,position=free)+PD(type=indef,subtype=art,position=prenom)	1
NOU-C(number=sg)|PD(type=indef,position=free)	1
VRB(finiteness=fin,tense=pres)+PD(type=refl,position=free)	1
ADP(type=pre)+NOU-P	1