A.1 The Grammar

c -> c1
c -> c2
c -> c3
c -> c4
c1 -> <DE_VO=A_PO=P_M> np1_hum_s vt_hum np1_hum_o </DE> period
c1 -> <DE_VO=A_PO=P_M> np1_hum_s be vting_hum np1_hum_o </DE> period
c1 -> <DE_VO=A_PO=N_M> np1_hum_s negp vt_hum np_hum_o </DE> period
c1 -> <DE_VO=A_PO=N_M> np1_hum_s negp be vting_hum np_hum_o </DE> period
c2 -> <DE_VO=A_PO=P_M> np1_hum_s vi_hum </DE> period
c2 -> <DE_VO=A_PO=P_M> np1_hum_s be vi_hum </DE> period
c2 -> <DE_VO=A_PO=N_M> np1_hum_s negp vi_hum </DE> period
c2 -> <DE_VO=A_PO=N_M> np1_hum_s negp be viing_hum </DE> period
c3 -> <DE_VO=A_PO=P_M> detp1_ani vt_ani detp1_ani </DE> period
c3 -> <DE_VO=A_PO=P_M> detp1_ani be vting_ani detp1_ani </DE> period
c3 -> <DE_VO=A_PO=N_M> detp1_ani negp vt_ani detp_ani </DE> period
c3 -> <DE_VO=A_PO=N_M> detp1_ani negp be vting_ani detp_ani </DE> period
c4 -> <DE_VO=A_PO=P_M> detp1_ani vi_ani </DE> period
c4 -> <DE_VO=A_PO=P_M> detp1_ani be viing_ani </DE> period
c4 -> <DE_VO=A_PO=N_M> detp1_ani negp vi_ani </DE> period
c4 -> <DE_VO=A_PO=N_M> detp1_ani negp be viing_ani </DE> period
vi_ani -> roar
vi_ani -> yelp
vi_ani -> bark
vi_ani -> hiss
vi_ani -> mew
viing_ani -> roaring
viing_ani -> yelping
viing_ani -> barking
viing_ani -> hissing
viing_ani -> mewing
vt_ani -> eat
vt_ani -> catch
vt_ani -> devour
vt_ani -> pursue
vt_ani -> wolf
vting_ani -> eating
vting_ani -> catching
vting_ani -> devouring
vting_ani -> pursuing
vting_ani -> wolfing
vi_hum -> write
vi_hum -> ponder
vi_hum -> lie
vi_hum -> type
vi_hum -> speak
viing_hum -> writing
viing_hum -> pondering
viing_hum -> lying
viing_hum -> typing
viing_hum -> speaking
vt_hum -> consult
vt_hum -> worship
vt_hum -> adore
vt_hum -> tickle
vt_hum -> kiss
vting_hum -> consulting
vting_hum -> worshipping
vting_hum -> adoring
vting_hum -> tickling
vting_hum -> kissing
vtd_ani -> eaten
vtd_ani -> caught
vtd_ani -> devoured
vtd_ani -> pursued
vtd_ani -> wolfed
vtding_ani -> being eaten
vtding_ani -> being caught
vtding_ani -> being devoured
vtding_ani -> being pursued
vtding_ani -> being wolfed
vtd_hum -> consulted
vtd_hum -> worshipped
vtd_hum -> adored
vtd_hum -> tickled
vtd_hum -> kissed
vtding_hum -> being consulted
vtding_hum -> being worshipped
vtding_hum -> being adored
vtding_hum -> being tickled
vtding_hum -> being kissed
vbep -> be
vbep -> will be
vbep -> have been
vbep -> were
vbep -> were going to be
vbep -> are going to be
vbep -> can be
vbep -> should be
vbep -> ought to be
vben -> be not
vben -> will neg be
vben -> won't be
vben -> have neg been
vben -> were neg
vben -> were neg going to be
vben -> are neg going to be
vben -> can neg be
vben -> should not be
vben -> ought neg to be
vbe -> be
np4 -> a n4
np4 -> a happy n4
np4 -> a good n4
np4 -> a good n4 for n5
np4 -> the n4 relp
np4 -> the right n4
np4 -> the right n4 of n5
n4 -> baker
n4 -> butcher
n4 -> president
n4 -> chairman
n4 -> postman
n4 -> fireman
n4 -> doctor
n4 -> nurse
n4 -> psychopath
n4 -> scientist
n5 -> the united states
n5 -> the united kingdom
n5 -> belgium
n5 -> scotland
n5 -> california
n5 -> the federal republic of germany
n5 -> luxemburg
n5 -> berlin
n5 -> brussels
n5 -> la jolla
ifp -> if
ifp -> whether
b1 -> <BD_VO=A_PO=P_M> np_s vbep adj </BD> period
b1 -> <BD_VO=A_PO=N_M> np_s vben adj </BD> period
b1 -> <BD_VO=A_PO=P_M> thisp vbep adj </BD> period
b1 -> <BD_VO=A_PO=N_M> thisp vben adj </BD> period
b1 -> <BD_VO=A_PO=P_M> np_s vbep np4 </BD> period
b1 -> <BD_VO=A_PO=N_M> np_s vben np4 </BD> period
b1 -> <BD_VO=A_PO=P_M> thisp vbep np4 </BD> period
b1 -> <BD_VO=A_PO=N_M> thisp vben np4 </BD> period
bsay1 -> <BT_VO=A_PO=P_S> that np_s vbep adj </BT> 
bsay1 -> <BT_VO=A_PO=N_S> that np_s vben adj </BT> 
bsay1 -> <BT_VO=A_PO=P_S> that thisp vbep adj </BT>
bsay1 -> <BT_VO=A_PO=N_S> that thisp vben adj </BT>
bsay1 -> <BT_VO=A_PO=P_S> that np_s vbep np4 </BT> 
bsay1 -> <BT_VO=A_PO=N_S> that np_s vben np4 </BT> 
bsay1 -> <BT_VO=A_PO=P_S> that thisp vbep np4 </BT>
bsay1 -> <BT_VO=A_PO=N_S> that thisp vben np4 </BT>
bask1 -> <BN_VO=A_PO=P_S> ifp np_s vbep adj </BN>
bask1 -> <BN_VO=A_PO=N_S> ifp np_s vben adj </BN> 
bask1 -> <BN_VO=A_PO=P_S> ifp thisp vbep adj </BN>
bask1 -> <BN_VO=A_PO=N_S> ifp thisp vben adj </BN>
bask1 -> <BN_VO=A_PO=P_S> ifp np_s vbep np4 </BN> 
bask1 -> <BN_VO=A_PO=N_S> ifp np_s vben np4 </BN> 
bask1 -> <BN_VO=A_PO=P_S> ifp thisp vbep np4 </BN>
bask1 -> <BN_VO=A_PO=N_S> ifp thisp vben np4 </BN>
b2 -> <BD_VO=A_PO=P_M> np_s vbep too adj </BD> scon4 period
b2 -> <BD_VO=A_PO=N_M> np_s vben too adj </BD> scon4 period
b2 -> <BD_VO=A_PO=P_M> thisp vbep too adj </BD> scon4 period
b2 -> <BD_VO=A_PO=N_M> thisp vben too adj </BD> scon4 period
b3 -> <BY_VO=A_PO=P_M> can np_s vbe adj </BY> ques
b3 -> <BY_VO=A_PO=N_M> can np_s not vbe adj </BY> ques
b3 -> <BY_VO=A_PO=P_M> should np_s vbe adj </BY> ques
b3 -> <BY_VO=A_PO=N_M> should np_s not vbe adj </BY> ques
b4 -> <BI_VO=A_PO=P_M> vbe adj </BI> excl
b4 -> <BI_VO=A_PO=N_M> do not vbe adj </BI> excl
b5 -> <BW_VO=A_PO=P_M> who vbe np_s </BW> ques
b5 -> <BW_VO=A_PO=P_M> who vbe thisp </BW> ques
b6 -> <BW_VO=A_PO=P_M> when will np_s vbe too adj </BW> scon4 ques
b6 -> <BW_VO=A_PO=P_M> when are np_s going to vbe too adj </BW> scon4 ques
b6 -> <BW_VO=A_PO=P_M> when will np_s vbe too adj </BW> ques
b6 -> <BW_VO=A_PO=P_M> when are np_s going to vbe too adj </BW> ques
thisp -> thisp_ani
thisp -> thisp_hum
thisp_ani -> this n2
thisp_ani -> that n2
thisp_ani -> these nl2
thisp_ani -> those nl2
thisp_ani -> this adj n2
thisp_ani -> that adj n2
thisp_ani -> these adj nl2
thisp_ani -> those adj nl2
thisp_ani -> this adj n2 relp
thisp_ani -> that adj n2 relp
thisp_ani -> these adj nl2 relp 
thisp_ani -> those adj nl2 relp
thisp_hum -> this n1
thisp_hum -> that n1
thisp_hum -> these nl1
thisp_hum -> those nl1
thisp_hum -> this adj n1
thisp_hum -> that adj n1
thisp_hum -> these adj nl1
thisp_hum -> those adj nl1
thisp_hum -> this adj n1 relp
thisp_hum -> that adj n1 relp
thisp_hum -> these adj nl1 relp 
thisp_hum -> those adj nl1 relp
san -> and
san -> or
vask -> ask
vask -> ask np_hum_o
vask -> inquire
vask -> know
vaskd -> asked
vaskd -> queried
vasking -> asking
vasking -> wondering
vasking -> inquiring
viing -> crying
viing -> dying
viing -> drinking
viing -> painting
viing -> working
viing -> panting
vi -> cry
vi -> die
vi -> drink
vi -> eat
vi -> flee
vi -> move
vi -> paint
vi -> sleep
vi -> smile
vi -> work
vsay -> explain
vsay -> announce
vsay -> claim
vsay -> proclaim
vsay -> promise
vsay -> say
vsay -> state
vsayd -> explained
vsayd -> announced
vsayd -> claimed
vsayd -> proclaimed
vsayd -> promised
vsayd -> said
vsay -> inform np_hum_o
vsay -> explain to np_hum_o
vsay -> announce to np_hum_o
vsay -> promise np_hum_o
vsay -> say to np_hum_o
vsay -> state to np_hum_o
vsay -> tell np_hum_o
vsay -> inform np_hum_o
vorderto -> order
vorderto -> tell
vorderto -> command
vorderto -> ask
vordertod -> ordered
vordertod -> told
vordertod -> commanded
vordertod -> asked
vsayto -> promise
vsayto -> wish
vsayto -> want
vt -> chase
vt -> hate
vt -> hit
vt -> like
vt -> love
vt -> miss
vt -> see
vt -> smell
vt -> tease
vt -> wash
vtd -> chased
vtd -> hated
vtd -> hit
vtd -> liked
vtd -> loved
vtd -> missed
vtd -> seen
vtd -> smelled
vtd -> teased
vtd -> washed
w1 -> when
w1 -> where
w1 -> why
w2 -> what n
w2 -> which n
w2 -> whom
w3 -> what n
w3 -> which n
w3 -> who
s -> s1
s -> s1
s -> s1
s -> s1
s -> s2
s -> s3
s -> s4
s -> s5
s -> s6
s -> s7
s -> s8
s -> s9
s -> t1
s -> t2
s -> s10
s -> s11
s -> b1
s -> b2
s -> b3
s -> b4
s -> b5
s -> b6
s -> c1
s -> c2
s -> c3
s -> c4
s -> b1 san s1
s -> s1 san s1
s -> s1 san s7
s -> s1 san s8
s -> s8 san s1
s -> s7 san s1
s -> s2 and s2
s -> s3 san s3
s -> s4 and s5
s -> s5 and s6
s -> s6 and s4
s -> s7 san s7
s -> s8 san s8
s -> pas
s -> pas
s -> pas
s -> pas
s -> pas
s -> pas
s -> pas
s -> pas
s -> pas
s -> pas
pas -> c1p
pas -> c3p
pas -> s10p
pas -> t1p
pas -> s1p
pas -> s3p
pas -> s5p
pas -> s6p
pas -> s7p
pas -> s8p
nlofp -> nlof of nl1
nlofp -> nlof of nl2
nofp -> nof of nl1
nofp -> nof of nl2
nofp -> nof of adj nl1
nofp -> nof of adj nl2
nlofp -> nlof of adj nl1
nlofp -> nlof of adj nl2
nlof -> groups
nlof -> numbers
nlof -> sets
nlof -> collections
nlof -> varieties
nof -> group
nof -> number
nof -> set
nof -> collection
nof -> variety
nof -> mixture
adjof -> small
adjof -> large
adjof -> great
adjof -> limited
adjof -> interesting
adjof -> huge
s10 -> <DE_VO=A_PO=P_M> np1_hum_s vorderto np_hum_o </DE> sto1 period 
s10 -> <DE_VO=A_PO=P_M> np1_hum_s aux vorderto np_hum_o </DE> sto1 period 
s10 -> <DE_VO=A_PO=N_M> np1_hum_s negp vorderto np_hum_o </DE> sto1 period
s10 -> <DE_VO=A_PO=P_M> aux np1_hum_s vorderto np_hum_o </DE> sto1 ques
s10 -> <DE_VO=A_PO=N_M> aux np1_hum_s neg vorderto np_hum_o </DE> sto1 ques
sto1 -> <EO_VO=A_PO=P_S> to vpsp </EO>
sto1 -> <EO_VO=A_PO=N_S> neg to vpsp </EO>
sto1 -> <EO_VO=A_PO=P_S> to vpsp prepp </EO>
sto1 -> <EO_VO=A_PO=N_S> neg to vpsp prepp </EO>
sto1 -> sto1p
sto1 -> sto1p
s11 -> <DE_VO=A_PO=P_M> np1_hum_s vsayto np_hum_o </DE> sto2 period 
s11 -> <DE_VO=A_PO=P_M> np1_hum_s aux vsayto np_hum_o </DE> sto2 period 
s11 -> <DE_VO=A_PO=N_M> np1_hum_s negp vsayto np_hum_o </DE> sto2 period
s11 -> <DE_VO=A_PO=P_M> aux np1_hum_s vsayto np_hum_o </DE> sto2 ques
s11 -> <DE_VO=A_PO=N_M> aux np1_hum_s neg vsayto np_hum_o </DE> sto2 ques
sto2 -> <DO_VO=A_PO=P_S> to vpsp </DO>
sto2 -> <DO_VO=A_PO=N_S> neg to vpsp </DO>
sto2 -> <DO_VO=A_PO=P_S> to vpsp prepp </DO>
sto2 -> <DO_VO=A_PO=N_S> neg to vpsp prepp </DO>
sto2 -> sto2p
sto2 -> sto2p
np_hum_o -> probj
np_hum_o -> detp_hum
np1_hum_o -> probj
np1_hum_o -> detp1_hum
np_hum_s -> prsubj
np_hum_s -> detp_hum
np1_hum_s -> prsubj
np1_hum_s -> detp1_hum
np1_s -> detp1_hum
np1_s -> detp1_ani
np1_s -> prsubj
np1_o -> detp1_hum
np1_o -> detp1_ani
np1_o -> probj
np_s -> detp_hum
np_s -> detp_ani
np_s -> prsubj
np_o -> detp_hum
np_o -> detp_ani
np_o -> probj
detp -> detp_hum
detp -> detp_ani
detp1 -> detp1_hum
detp1 -> detp1_ani
probj -> me
probj -> you
probj -> her
probj -> him
probj -> us
probj -> them
prsubj -> i
prsubj -> you
prsubj -> he
prsubj -> she
prsubj -> we
prsubj -> they
n -> n1
n -> n2
n1 -> boy
n1 -> child
n1 -> diver
n1 -> expert
n1 -> girl
n1 -> man
n1 -> pilot
n1 -> student
n1 -> teacher
n1 -> woman
n2 -> horse
n2 -> falcon
n2 -> fish
n2 -> dog
n2 -> eagle
n2 -> cow
n2 -> cat
n2 -> shark
n2 -> tiger
n2 -> wolf
n3 -> barn
n3 -> boat
n3 -> car
n3 -> house
n3 -> palace
n3 -> plane
n3 -> roof
n3 -> sled
n3 -> spaceship
n3 -> yacht
neg -> never
neg -> not
negp -> aux neg
nl -> nl1
nl -> nl2
nl1 -> boys
nl1 -> children
nl1 -> divers
nl1 -> experts
nl1 -> girls
nl1 -> men
nl1 -> pilots
nl1 -> students
nl1 -> teachers
nl1 -> women
nl2 -> tigers
nl2 -> wolves
nl2 -> sharks
nl2 -> horses
nl2 -> falcons
nl2 -> fishes
nl2 -> dogs
nl2 -> eagles
nl2 -> cats
nl2 -> cows
plu -> the
prep -> behind
prep -> in
prep -> near
prep -> on
prep -> under
prepp -> prep det n3
ques -> ?
rel -> that
rel -> which 
rel -> who
relo -> whom
relo -> that
adj -> adv adj
adj -> small
adj -> large
adj -> great
adj -> interesting
adj -> aggressive
adj -> friendly
adj -> happy
adj -> hungry
adj -> lovely
adj -> moody
adj -> nice
adj -> old
adj -> sad
adj -> young
adv -> highly
adv -> very
aux -> can
aux -> do
aux -> shall
aux -> will
comma -> ,
con -> after
con -> although
con -> because
con -> before
con -> when
con -> if
det -> a
det -> the
tm -> the more
tl -> the less
tf -> the fewer
detp -> detp_hum
detp -> detp_ani
detp1 -> detp1_hum
detp1 -> detp1_ani
excl -> !
period -> .
t1 -> <TM_VO=A_PO=P_M> tm nl np1_o vt </TM> comma <TM_VO=A_PO=N_M> tl np1_s vpt </TM> period
t1 -> <TM_VO=A_PO=N_M> tl np1_s vpi </TM> comma <TM_VO=A_PO=N_M> tl np1_s vpi </TM> period
t1 -> <TM_VO=A_PO=N_M> tl np1_s vt np_o </TM> comma <TM_VO=A_PO=N_M> tl np1_s vpt </TM> period
t1 -> <TM_VO=A_PO=P_M> tm nl vpi </TM> comma <TM_VO=A_PO=N_M> tl np1_s vpi </TM> period
t1 -> <TM_VO=A_PO=P_M> tm nl np1_o vt </TM> comma <TM_VO=A_PO=N_M> tl np1_s vpi </TM> period
t1 -> <TM_VO=A_PO=N_M> tl np1_s vpi </TM> comma <TM_VO=A_PO=N_M> tl np1_s vpt </TM> period
t1 -> <TM_VO=A_PO=P_M> tm nl vpi </TM> comma <TM_VO=A_PO=N_M> tl np1_s vpi </TM> period
t1 -> <TM_VO=A_PO=N_M> tl np1_s vpi </TM> comma <TM_VO=A_PO=P_M> tm nl vpt </TM> period
t1 -> <TM_VO=A_PO=N_M> tf nl np1_o vt </TM> comma <TM_VO=A_PO=P_M> tm np1_s vpt </TM> period
t1 -> <TM_VO=A_PO=P_M> tm np1_s vpi </TM> comma <TM_VO=A_PO=P_M> tm np1_s vpi </TM> period
t1 -> <TM_VO=A_PO=P_M> tm np1_s vt np_o </TM> comma <TM_VO=A_PO=P_M> tm np1_s vpt </TM> period
t1 -> <TM_VO=A_PO=N_M> tf nl vpi </TM> comma <TM_VO=A_PO=P_M> tm np1_s vpi </TM> period
t1 -> <TM_VO=A_PO=N_M> tf nl np1_o vt </TM> comma <TM_VO=A_PO=P_M> tm np1_s vpi </TM> period
t1 -> <TM_VO=A_PO=P_M> tm np1_s vpi </TM> comma <TM_VO=A_PO=P_M> tm np1_s vpt </TM> period
t1 -> <TM_VO=A_PO=N_M> tl nl vpi </TM> comma <TM_VO=A_PO=P_M> tm np1_s vpi </TM> period
t1 -> <TM_VO=A_PO=P_M> tm np1_s vpi </TM> comma <TM_VO=A_PO=N_M> tf nl vpt </TM> period
t2 -> <HO_VO=A_PO=P_S> however adj np1_s vi </HO> comma s1
t2 -> <HO_VO=A_PO=N_S> no matter how adj np1_s vi </HO> comma s1
t2 -> s1 comma <HO_VO=A_PO=P_S> however adj np1_s vi </HO> period 
t2 -> s1 comma <HO_VO=A_PO=N_S> no matter how adj np1_s vi </HO> period 
relp -> comma <RE_VO=A_PO=P_S> rel vpp </RE> comma
relp -> comma <RE_VO=A_PO=N_S> rel vpn </RE> comma
relp -> comma <RE_VO=A_PO=P_S> relo np_s vt </RE> comma
relp -> comma <RE_VO=A_PO=P_S> relo np_hum_s vt </RE> comma
relp -> comma <RE_VO=A_PO=N_S> relo np_s negp vt </RE> comma
relp -> comma <RE_VO=A_PO=N_S> relo np_hum_s negp vt </RE> comma
relp -> <RE_VO=A_PO=P_S> np_hum_s vt </RE> 
relp -> <RE_VO=A_PO=N_S> np_hum_s negp vt </RE>
relp -> comma <RI_VO=A_PO=P_S> viing </RI> comma
relp -> comma <RI_VO=A_PO=P_S> viing prepp </RI> comma
relp -> comma <RI_VO=A_PO=P_S> vasking </RI> sask4 comma
relp -> comma <RI_VO=A_PO=P_S> vasking </RI> sask6 comma
relp -> relpp
relp -> relpp
relp -> relpp
relp -> relpp
relp -> relpp
relp -> relpp
vpp -> vpi
vpp -> vpt
vpp -> aux vpi
vpp -> aux vpt
vpsp -> vpi
vpsp -> vpt
vpn -> negp vpi
vpn -> negp vpt
vpi -> vi
vpt -> vt np_o
s1 -> <DE_VO=A_PO=P_M> np1_s vpp </DE> period
s1 -> <DE_VO=A_PO=N_M> np1_s vpn </DE> period
s1 -> <DE_VO=A_PO=P_M> np1_s vpp prepp </DE> period 
s1 -> <DE_VO=A_PO=N_M> np1_s vpn prepp </DE> period 
s1 -> <DE_VO=A_PO=P_M> prepp comma np1_s vpp </DE> period 
s1 -> <DE_VO=A_PO=N_M> prepp comma np1_s vpn </DE> period 
ssay1 -> <TH_VO=A_PO=P_S> that np1_s vpp </TH> 
ssay1 -> <TH_VO=A_PO=N_S> that np1_s vpn </TH> 
ssay1 -> <TH_VO=A_PO=P_S> that np1_s vpp prepp </TH> 
ssay1 -> <TH_VO=A_PO=N_S> that np1_s vpn prepp </TH> 
ssay1 -> <TH_VO=A_PO=P_S> that prepp np1_s vpp </TH> 
ssay1 -> <TH_VO=A_PO=N_S> that prepp np1_s vpn </TH> 
ssay1 -> ssay1p
ssay1 -> ssay1p
ssay1 -> ssay1p
ssay1 -> ssay1p
s2 -> <EX_VO=A_PO=P_M> vpsp </EX> excl
s2 -> <EX_VO=A_PO=N_M> do not vpi </EX> excl
s2 -> <EX_VO=A_PO=P_M> vpsp prepp </EX> excl
s2 -> <EX_VO=A_PO=N_M> do not vpi prepp </EX> excl
s3 -> <YN_VO=A_PO=N_M> aux np1_s neg vpsp prepp </YN> ques
s3 -> <YN_VO=A_PO=N_M> aux np1_s neg vpsp </YN> ques
s3 -> <YN_VO=A_PO=P_M> aux np1_s vpsp prepp </YN> ques
s3 -> <YN_VO=A_PO=P_M> aux np1_s vpsp </YN> ques
s4 -> <WH_VO=A_PO=N_M> w1 aux np1_s neg vpsp prepp </WH> ques
s4 -> <WH_VO=A_PO=N_M> w1 aux np1_s neg vpsp </WH> ques
s4 -> <WH_VO=A_PO=P_M> w1 aux np1_s vpsp prepp </WH> ques
s4 -> <WH_VO=A_PO=P_M> w1 aux np1_s vpsp </WH> ques
s5 -> <WH_VO=A_PO=N_M> w2 aux np1_s neg vt prepp </WH> ques
s5 -> <WH_VO=A_PO=N_M> w2 aux np1_s neg vt </WH> ques
s5 -> <WH_VO=A_PO=P_M> w2 aux np1_s vt prepp </WH> ques
s5 -> <WH_VO=A_PO=P_M> w2 aux np1_s vt </WH> ques
s6 -> <WH_VO=A_PO=N_M> w3 aux neg vt np_o prepp </WH> ques
s6 -> <WH_VO=A_PO=N_M> w3 aux neg vt np_o </WH> ques
s6 -> <WH_VO=A_PO=P_M> w3 vt np_o prepp </WH> ques
s6 -> <WH_VO=A_PO=P_M> w3 vt np_o </WH> ques
sask4 -> <WH_VO=A_PO=N_S> w1 aux np1_s neg vpsp prepp </WH> 
sask4 -> <WH_VO=A_PO=N_S> w1 aux np1_s neg vpsp </WH> 
sask4 -> <WH_VO=A_PO=P_S> w1 aux np1_s vpsp prepp </WH>
sask4 -> <WH_VO=A_PO=P_S> w1 aux np1_s vpsp </WH> 
sask4 -> sask4p
sask4 -> sask4p
sask4 -> sask4p
sask5 -> <WH_VO=A_PO=N_S> w2 aux np1_s neg vt prepp </WH> 
sask5 -> <WH_VO=A_PO=N_S> w2 aux np1_s neg vt </WH> 
sask5 -> <WH_VO=A_PO=P_S> w2 aux np1_s vt prepp </WH> 
sask5 -> <WH_VO=A_PO=P_S> w2 aux np1_s vt </WH> 
sask5 -> sask5p
sask5 -> sask5p
sask5 -> sask5p
sask6 -> <WH_VO=A_PO=N_S> w3 aux neg vt np_o prepp </WH> 
sask6 -> <WH_VO=A_PO=N_S> w3 aux neg vt np_o </WH> 
sask6 -> <WH_VO=A_PO=P_S> w3 vt np_o prepp </WH> 
sask6 -> <WH_VO=A_PO=P_S> w3 vt np_o </DE> 
sask6 -> sask6p
sask6 -> sask6p
sask6 -> sask6p
ssay4 -> <WH_VO=A_PO=N_S> w1 np1_s negp vpsp </WH> 
ssay4 -> <WH_VO=A_PO=P_S> w1 np1_s vpsp </WH> 
ssay4 -> ssay4p
ssay5 -> <WH_VO=A_PO=N_S> w2 np1_s negp vt </WH> 
ssay5 -> <WH_VO=A_PO=P_S> w2 np1_s vt prepp </WH> 
ssay5 -> <WH_VO=A_PO=P_S> w2 np1_s aux vt </WH> 
ssay5 -> <WH_VO=A_PO=P_S> w2 np1_s vt </WH> 
ssay5 -> ssay5p
ssay5 -> ssay5p
s7 -> <DE_VO=A_PO=P_M> np1_hum_s vsay </DE> ssay1 period 
s7 -> <DE_VO=A_PO=P_M> np1_hum_s aux vsay </DE> ssay1 period 
s7 -> <DE_VO=A_PO=N_M> np1_hum_s negp vsay </DE> ssay1 period
s7 -> <DE_VO=A_PO=P_M> np1_hum_s vsay </DE> ssay4 period 
s7 -> <DE_VO=A_PO=P_M> np1_hum_s aux vsay </DE> ssay4 period 
s7 -> <DE_VO=A_PO=N_M> np1_hum_s negp vsay </DE> ssay4 period
s7 -> <DE_VO=A_PO=P_M> np1_hum_s vsay </DE> ssay5 period 
s7 -> <DE_VO=A_PO=P_M> np1_hum_s aux vsay </DE> ssay5 period 
s7 -> <DE_VO=A_PO=N_M> np1_hum_s negp vsay </DE> ssay5 period
s7 -> <YN_VO=A_PO=N_M> aux np1_hum_s neg vsay prepp </YN> ssay1 ques
s7 -> <YN_VO=A_PO=N_M> aux np1_hum_s neg vsay </YN> ssay1 ques
s7 -> <YN_VO=A_PO=P_M> aux np1_hum_s vsay prepp </YN> ssay1 ques
s7 -> <YN_VO=A_PO=P_M> aux np1_hum_s vsay </YN> ssay1 ques
s7 -> <DE_VO=A_PO=P_M> np1_hum_s vsay </DE> bsay1 period 
s7 -> <DE_VO=A_PO=P_M> np1_hum_s aux vsay </DE> bsay1 period 
s7 -> <DE_VO=A_PO=N_M> np1_hum_s negp vsay </DE> bsay1 period
s8 -> <DE_VO=A_PO=P_M> np1_hum_s vask </DE> sask4 period
s8 -> <DE_VO=A_PO=P_M> np1_hum_s vask </DE> sask5 period
s8 -> <DE_VO=A_PO=P_M> np1_hum_s vask </DE> sask6 period 
s8 -> <DE_VO=A_PO=P_M> np1_hum_s vask </DE> bask1 period 
s8 -> <DE_VO=A_PO=P_M> np1_hum_s aux vask </DE> sask4 period
s8 -> <DE_VO=A_PO=P_M> np1_hum_s aux vask </DE> sask5 period
s8 -> <DE_VO=A_PO=P_M> np1_hum_s aux vask </DE> sask6 period 
s8 -> <DE_VO=A_PO=P_M> np1_hum_s aux vask </DE> bask1 period 
s8 -> <DE_VO=A_PO=P_M> np1_hum_s aux vask </DE> bask1 period 
s8 -> <DE_VO=A_PO=N_M> np1_hum_s negp vask </DE> sask4 period
s8 -> <DE_VO=A_PO=N_M> np1_hum_s negp vask </DE> sask5 period
s8 -> <DE_VO=A_PO=N_M> np1_hum_s negp vask </DE> sask6 period
s8 -> <DE_VO=A_PO=N_M> np1_hum_s negp vask </DE> bask1 period
s8 -> <DE_VO=A_PO=N_M> np1_hum_s negp vask </DE> bask1 period
s8 -> <YN_VO=A_PO=N_M> aux np1_hum_s neg vask </YN> sask4 ques
s8 -> <YN_VO=A_PO=N_M> aux np1_hum_s neg vask </YN> sask6 ques
s8 -> <YN_VO=A_PO=N_M> aux np1_hum_s neg vask </YN> bask1 ques
s8 -> <YN_VO=A_PO=P_M> aux np1_hum_s vask </YN> sask6 ques
s8 -> <YN_VO=A_PO=P_M> aux np1_hum_s vask </YN> sask5 ques
s8 -> <YN_VO=A_PO=P_M> aux np1_hum_s vask </YN> bask1 ques
s9 -> s1 comma scon1 period
s9 -> s1 comma scon1 period
s9 -> s1 comma scon1 period
s9 -> s1 comma scon1 period
s9 -> s1 comma scon2 period
s9 -> s1 comma scon3 period
s9 -> s1 comma scon4 period
s9 -> s7 comma scon4 period
s9 -> s8 comma scon4 period
s9 -> s10 comma scon4 period
s9 -> scon1 comma s1
s9 -> scon1 comma s1
s9 -> scon1 comma s1
s9 -> scon1 comma s1
s9 -> scon2 comma s1
s9 -> scon3 comma s1
s9 -> scon4 comma s1
s9 -> scon4 comma s7
s9 -> scon4 comma s11
scon1 -> <CO_VO=A_PO=P_S> con np1_s vpp </CO>
scon1 -> <CO_VO=A_PO=N_S> con np1_s vpn </CO>
scon1 -> <CO_VO=A_PO=P_S> con np1_s vpp prepp </CO>
scon1 -> <CO_VO=A_PO=N_S> con np1_s vpn prepp </CO> 
scon1 -> scon1p
scon1 -> scon1p
scon2 -> <CO_VO=A_PO=P_S> con np1_s vsay </CO> ssay1 
scon2 -> <CO_VO=A_PO=P_S> con np1_s aux vsay </CO> ssay1 
scon2 -> <CO_VO=A_PO=N_S> con np1_s negp vsay </CO> ssay1
scon2 -> <CO_VO=A_PO=P_S> con np1_s vsay prepp </CO> ssay1
scon2 -> <CO_VO=A_PO=N_S> con np1_s negp vsay prepp </CO> ssay1
scon2 -> scon2p
scon2 -> scon2p
scon2 -> scon2p
scon3 -> <CO_VO=A_PO=P_S> con np1_s vask </CO> sask4
scon3 -> <CO_VO=A_PO=P_S> con np1_s vask </CO> sask5
scon3 -> <CO_VO=A_PO=P_S> con np1_s vask </CO> sask6
scon3 -> <CO_VO=A_PO=P_S> con np1_s aux vask </CO> sask4
scon3 -> <CO_VO=A_PO=P_S> con np1_s aux vask </CO> sask5
scon3 -> <CO_VO=A_PO=N_S> con np1_s negp vask </CO> sask6
scon3 -> <CO_VO=A_PO=N_S> con np1_s negp vask </CO> sask4
scon3 -> <CO_VO=A_PO=P_S> con np1_s vask prepp </CO> sask5
scon3 -> <CO_VO=A_PO=P_S> con np1_s vask prepp </CO> sask6
scon3 -> <CO_VO=A_PO=N_S> con np1_s negp vask prepp </CO> sask4
scon3 -> <CO_VO=A_PO=N_S> con np1_s negp vask prepp </CO> sask5
scon3 -> <CO_VO=A_PO=N_S> con np1_s negp vask prepp </CO> sask6
scon3 -> scon3p
scon3 -> scon3p
scon3 -> scon3p
scon3 -> scon3p
scon3 -> scon3p
scon3 -> scon3p
scon3 -> scon3p
scon3 -> scon3p
scon4 -> <CT_VO=A_PO=P_S> to vpsp </CO> 
scon4 -> <CT_VO=A_PO=P_S> in order to vpsp </CO> 
scon4 -> <CT_VO=A_PO=N_S> in order not to vpsp </CO>
scon4 -> scon4p
scon4 -> scon4p
detp_hum -> det adj n1 and det adj n1
detp_hum -> det n1 and det n1
detp_hum -> det n1 or det n1
detp_hum -> plu adj nl and plu adj nl1
detp_hum -> plu nl1 and plu nl1
detp_hum -> plu nl1 or plu nl1
detp_hum -> det adj n1
detp_hum -> det adj n1
detp_hum -> det adj n1 prepp
detp_hum -> det adj n1 relp 
detp_hum -> det adj n1 relp prepp 
detp_hum -> det n1
detp_hum -> det n1
detp_hum -> det n1
detp_hum -> det n1 prepp relp 
detp_hum -> det n1 relp 
detp_hum -> plu adj nl1
detp_hum -> plu adj nl1
detp_hum -> plu adj nl1 prepp
detp_hum -> plu adj nl1 relp 
detp_hum -> plu adj nl1 relp prepp 
detp_hum -> plu nl1
detp_hum -> plu nl1
detp_hum -> plu nl1
detp_hum -> plu nl1 prepp relp 
detp_hum -> plu nl1 relp 
detp_hum -> det adj n1 and det adj n1
detp_hum -> det n1 and det n1
detp_hum -> det n1 or det n1
detp_hum -> plu adj nl and plu adj nl1
detp_hum -> plu nl1 and plu nl1
detp_hum -> plu nl1 or plu nl1
detp_hum -> det adj n1
detp_hum -> det adj n1
detp_hum -> det adj n1 prepp
detp_hum -> det adj n1 relp 
detp_hum -> det adj n1 relp prepp 
detp_hum -> det n1
detp_hum -> det n1
detp_hum -> det n1
detp_hum -> det n1 prepp relp 
detp_hum -> det n1 relp 
detp_hum -> plu adj nl1
detp_hum -> plu adj nl1
detp_hum -> plu adj nl1 prepp
detp_hum -> plu adj nl1 relp 
detp_hum -> plu adj nl1 relp prepp 
detp_hum -> plu nl1
detp_hum -> plu nl1
detp_hum -> plu nl1
detp_hum -> plu nl1 prepp relp 
detp_hum -> plu nl1 relp 
detp1_hum -> det adj n1
detp1_hum -> det adj n1
detp1_hum -> det adj n1 relp 
detp1_hum -> det n1
detp1_hum -> det n1
detp1_hum -> det n1
detp1_hum -> det n1 relp 
detp1_hum -> plu adj nl1
detp1_hum -> plu adj nl1
detp1_hum -> plu adj nl1 relp 
detp1_hum -> plu nl1
detp1_hum -> plu nl1
detp1_hum -> plu nl1
detp1_hum -> plu nl1 relp
detp1_hum -> det adj n1
detp1_hum -> det adj n1
detp1_hum -> det adj n1 relp 
detp1_hum -> det n1
detp1_hum -> det n1
detp1_hum -> det n1
detp1_hum -> det n1 relp 
detp1_hum -> plu adj nl1
detp1_hum -> plu adj nl1
detp1_hum -> plu adj nl1 relp 
detp1_hum -> plu nl1
detp1_hum -> plu nl1
detp1_hum -> plu nl1
detp1_hum -> plu nl1 relp
detp_hum -> det adjof nofp
detp_hum -> det adjof nofp
detp_hum -> det adjof nofp prepp
detp_hum -> det adjof nofp relp 
detp_hum -> det nofp
detp_hum -> det nofp
detp_hum -> det nofp
detp_hum -> det nofp prepp relp
detp_hum -> det nofp relp
detp_hum -> plu adjof nlofp
detp_hum -> plu adjof nlofp
detp_hum -> plu adjof nlofp prepp
detp_hum -> plu adjof nlofp relp
detp_hum -> plu nlofp
detp_hum -> plu nlofp
detp_hum -> plu nlofp
detp_hum -> plu nlofp prepp relp
detp_hum -> plu nlofp relp
detp1_hum -> det adjof nofp
detp1_hum -> det adjof nofp
detp1_hum -> det adjof nofp relp
detp1_hum -> det nofp
detp1_hum -> det nofp
detp1_hum -> det nofp
detp1_hum -> det nofp relp
detp1_hum -> plu adjof nlofp
detp1_hum -> plu adjof nlofp
detp1_hum -> plu adjof nlofp relp
detp1_hum -> plu nlofp
detp1_hum -> plu nlofp
detp1_hum -> plu nlofp
detp1_hum -> plu nlofp relp
detp_ani -> det adj n2 and det adj n2
detp_ani -> det n2 and det n2
detp_ani -> det n2 or det n2
detp_ani -> plu adj nl2 and plu adj nl2
detp_ani -> plu nl2 and plu nl2
detp_ani -> plu nl2 or plu nl2
detp_ani -> det adj n2
detp_ani -> det adj n2
detp_ani -> det adj n2 prepp
detp_ani -> det adj n2 relp 
detp_ani -> det adj n2 relp prepp 
detp_ani -> det n2
detp_ani -> det n2
detp_ani -> det n2
detp_ani -> det n2 prepp relp 
detp_ani -> det n2 relp 
detp_ani -> plu adj nl2
detp_ani -> plu adj nl2
detp_ani -> plu adj nl2 prepp
detp_ani -> plu adj nl2 relp 
detp_ani -> plu adj nl2 relp prepp 
detp_ani -> plu nl2
detp_ani -> plu nl2
detp_ani -> plu nl2
detp_ani -> plu nl2 prepp relp 
detp_ani -> plu nl2 relp 
detp_ani -> det adj n2 and det adj n2
detp_ani -> det n2 and det n2
detp_ani -> det n2 or det n2
detp_ani -> plu adj nl2 and plu adj nl2
detp_ani -> plu nl2 and plu nl2
detp_ani -> plu nl2 or plu nl2
detp_ani -> det adj n2
detp_ani -> det adj n2
detp_ani -> det adj n2 prepp
detp_ani -> det adj n2 relp 
detp_ani -> det adj n2 relp prepp 
detp_ani -> det n2
detp_ani -> det n2
detp_ani -> det n2
detp_ani -> det n2 prepp relp 
detp_ani -> det n2 relp 
detp_ani -> plu adj nl2
detp_ani -> plu adj nl2
detp_ani -> plu adj nl2 prepp
detp_ani -> plu adj nl2 relp 
detp_ani -> plu adj nl2 relp prepp 
detp_ani -> plu nl2
detp_ani -> plu nl2
detp_ani -> plu nl2
detp_ani -> plu nl2 prepp relp 
detp_ani -> plu nl2 relp 
detp1_ani -> det adj n2
detp1_ani -> det adj n2
detp1_ani -> det adj n2 relp 
detp1_ani -> det n2
detp1_ani -> det n2
detp1_ani -> det n2
detp1_ani -> det n2 relp 
detp1_ani -> plu adj nl2
detp1_ani -> plu adj nl2
detp1_ani -> plu adj nl2 relp 
detp1_ani -> plu nl2
detp1_ani -> plu nl2
detp1_ani -> plu nl2
detp1_ani -> plu nl2 relp
detp1_ani -> det adj n2
detp1_ani -> det adj n2
detp1_ani -> det adj n2 relp 
detp1_ani -> det n2
detp1_ani -> det n2
detp1_ani -> det n2
detp1_ani -> det n2 relp 
detp1_ani -> plu adj nl2
detp1_ani -> plu adj nl2
detp1_ani -> plu adj nl2 relp 
detp1_ani -> plu nl2
detp1_ani -> plu nl2
detp1_ani -> plu nl2
detp1_ani -> plu nl2 relp
detp_ani -> det adjof nofp
detp_ani -> det adjof nofp
detp_ani -> det adjof nofp prepp
detp_ani -> det adjof nofp relp 
detp_ani -> det nofp
detp_ani -> det nofp
detp_ani -> det nofp
detp_ani -> det nofp prepp relp
detp_ani -> det nofp relp
detp_ani -> plu adjof nlofp
detp_ani -> plu adjof nlofp
detp_ani -> plu adjof nlofp prepp
detp_ani -> plu adjof nlofp relp
detp_ani -> plu nlofp
detp_ani -> plu nlofp
detp_ani -> plu nlofp
detp_ani -> plu nlofp prepp relp
detp_ani -> plu nlofp relp
detp1_ani -> det adjof nofp
detp1_ani -> det adjof nofp
detp1_ani -> det adjof nofp relp
detp1_ani -> det nofp
detp1_ani -> det nofp
detp1_ani -> det nofp
detp1_ani -> det nofp relp
detp1_ani -> plu adjof nlofp
detp1_ani -> plu adjof nlofp
detp1_ani -> plu adjof nlofp relp
detp1_ani -> plu nlofp
detp1_ani -> plu nlofp
detp1_ani -> plu nlofp
detp1_ani -> plu nlofp relp
c1p -> <DE_VO=P_PO=P_M> np1_hum_s be vtd_hum </DE> period
c1p -> <DE_VO=P_PO=P_M> np1_hum_s be vtd_hum by np1_hum_o </DE> period
c1p -> <DE_VO=P_PO=P_M> np1_hum_s be vtding_hum </DE> period
c1p -> <DE_VO=P_PO=P_M> np1_hum_s be vtding_hum by np1_hum_o </DE> period
c1p -> <DE_VO=P_PO=N_M> np1_hum_s negp be vtd_hum </DE> period
c1p -> <DE_VO=P_PO=N_M> np1_hum_s negp be vtd_hum by np_hum_o </DE> period
c3p -> <DE_VO=P_PO=P_M> detp1_ani be vtd_ani </DE> period
c3p -> <DE_VO=P_PO=P_M> detp1_ani be vtd_ani by detp1_ani </DE> period
c3p -> <DE_VO=P_PO=P_M> detp1_ani be vtding_ani </DE> period
c3p -> <DE_VO=P_PO=P_M> detp1_ani be vtding_ani by detp1_ani </DE> period
c3p -> <DE_VO=P_PO=N_M> detp1_ani negp be vtd_ani </DE> period
c3p -> <DE_VO=P_PO=N_M> detp1_ani negp be vtd_ani by detp_ani </DE> period
s10p -> <DE_VO=P_PO=P_M> np1_hum_s be vordertod by np_hum_o </DE> sto1 period 
s10p -> <DE_VO=P_PO=P_M> np1_hum_s be vordertod </DE> sto1 period 
s10p -> <DE_VO=P_PO=P_M> np1_hum_s aux be vordertod </DE> sto1 period 
s10p -> <DE_VO=P_PO=P_M> np1_hum_s aux be vordertod by np_hum_o </DE> sto1 period 
s10p -> <DE_VO=P_PO=N_M> np1_hum_s negp be vordertod </DE> sto1 period
s10p -> <DE_VO=P_PO=N_M> np1_hum_s negp be vordertod by np_hum_o </DE> sto1 period
s10p -> <DE_VO=P_PO=P_M> aux np1_hum_s be vordertod </DE> sto1 ques
s10p -> <DE_VO=P_PO=P_M> aux np1_hum_s be vordertod by np_hum_o </DE> sto1 ques
sto1p -> <EO_VO=P_PO=P_S> to be vtd </EO>
sto1p -> <EO_VO=P_PO=P_S> to be vtd by np1_o </EO>
sto1p -> <EO_VO=P_PO=N_S> neg to be vtd </EO>
sto1p -> <EO_VO=P_PO=N_S> neg to be vtd by np1_o </EO>
sto1p -> <EO_VO=P_PO=P_S> to be vtd prepp </EO>
sto1p -> <EO_VO=P_PO=P_S> to be vtd prepp by np1_o </EO>
sto2p -> <EO_VO=P_PO=P_S> to be vtd </EO>
sto2p -> <EO_VO=P_PO=P_S> to be vtd by np1_o </EO>
sto2p -> <EO_VO=P_PO=N_S> neg to be vtd </EO>
sto2p -> <EO_VO=P_PO=N_S> neg to be vtd by np1_o </EO>
sto2p -> <EO_VO=P_PO=P_S> to be vtd prepp </EO>
sto2p -> <EO_VO=P_PO=P_S> to be vtd prepp by np1_o </EO>
t1p -> <TM_VO=P_PO=P_M> tm nl be vtd </TM> comma <TM_VO=P_PO=N_M> tl np1_s be vtd by np1_o </TM>
period
t1p -> <TM_VO=P_PO=N_M> tl np1_s be vtd by np_o </TM> comma <TM_VO=A_PO=N_M> tl np1_s vpt </TM>
period
t1p -> <TM_VO=P_PO=P_M> tm nl be vtd </TM> comma <TM_VO=A_PO=N_M> tl np1_s vpi </TM> period
t1p -> <TM_VO=A_PO=N_M> tl np1_s vpi </TM> comma <TM_VO=P_PO=N_M> tl np1_s be vtd by np_o </TM>
period
t1p -> <TM_VO=A_PO=N_M> tl np1_s vpi </TM> comma <TM_VO=P_PO=P_M> tm nl be vtd </TM> period
t1p -> <TM_VO=P_PO=N_M> tf nl be vtd by np1_o </TM> comma <TM_VO=A_PO=P_M> tm np1_s vpt </TM>
period
t1p -> <TM_VO=P_PO=P_M> tm np1_s be vtd </TM> comma <TM_VO=P_PO=P_M> tm np1_s be vtd </TM> period
t1p -> <TM_VO=P_PO=N_M> tf nl be vtd </TM> comma <TM_VO=A_PO=P_M> tm np1_s vpi </TM> period
t1p -> <TM_VO=A_PO=P_M> tm np1_s vpi </TM> comma <TM_VO=P_PO=P_M> tm np1_s be vtd </TM> period
relpp -> comma <RE_VO=P_PO=P_S> rel be vtd </RE> comma
relpp -> comma <RE_VO=P_PO=N_S> rel be not vtd </RE> comma
relpp -> comma <RE_VO=P_PO=N_S> rel negp be vtd by np_o </RE> comma
relpp -> <RE_VO=P_PO=P_S> vtd by np_hum_o </RE> 
relpp -> comma <RI_VO=P_PO=P_S> being vaskd </RI> sask4 comma
relpp -> comma <RI_VO=P_PO=P_S> being vaskd </RI> sask6 comma
s1p -> <DE_VO=P_PO=P_M> np1_s be vtd </DE> period
s1p -> <DE_VO=P_PO=P_M> np1_s be vtd by np1_o </DE> period
s1p -> <DE_VO=P_PO=N_M> np1_s be not vtd </DE> period
s1p -> <DE_VO=P_PO=N_M> np1_s be not vtd by np1_o </DE> period
s1p -> <DE_VO=P_PO=P_M> np1_s be vtd prepp </DE> period 
s1p -> <DE_VO=P_PO=P_M> np1_s be vtd prepp by np1_o </DE> period 
s1p -> <DE_VO=P_PO=N_M> np1_s negp be vtd prepp </DE> period 
ssay1p -> <TH_VO=P_PO=P_S> that np1_s be vtd </TH> 
ssay1p -> <TH_VO=P_PO=P_S> that np1_s be vtd by np1_o </TH> 
ssay1p -> <TH_VO=P_PO=N_S> that np1_s be not vtd </TH> 
ssay1p -> <TH_VO=P_PO=N_S> that np1_s be not vtd by np1_o </TH> 
ssay1p -> <TH_VO=P_PO=P_S> that np1_s be vtd prepp </TH> 
ssay1p -> <TH_VO=P_PO=N_S> that np1_s negp be vtd prepp by np1_o </TH> 
s3p -> <YN_VO=P_PO=N_M> aux np1_s neg be vtd prepp </YN> ques
s3p -> <YN_VO=P_PO=N_M> aux np1_s neg be vtd prepp by np1_o </YN> ques
s3p -> <YN_VO=P_PO=N_M> aux np1_s neg be vtd </YN> ques
s3p -> <YN_VO=P_PO=N_M> aux np1_s neg be vtd by np1_o </YN> ques
s3p -> <YN_VO=P_PO=P_M> aux np1_s be vtd prepp </YN> ques
s3p -> <YN_VO=P_PO=P_M> aux np1_s be vtd by np1_o </YN> ques
s3p -> <YN_VO=P_PO=P_M> aux np1_s be vtd </YN> ques
s4p -> <WH_VO=P_PO=N_M> w1 aux np1_s neg be vtd prepp </WH> ques
s4p -> <WH_VO=P_PO=N_M> w1 aux np1_s neg be vtd prepp by np1_o </WH> ques
s4p -> <WH_VO=P_PO=N_M> w1 aux np1_s neg be vtd </WH> ques
s4p -> <WH_VO=P_PO=N_M> w1 aux np1_s neg be vtd by np1_o </WH> ques
s4p -> <WH_VO=P_PO=P_M> w1 aux np1_s be vtd </WH> ques
s4p -> <WH_VO=P_PO=P_M> w1 aux np1_s be vtd by np1_o </WH> ques
s5p -> <WH_VO=P_PO=N_M> w2 aux neg be vtd </WH> ques
s5p -> <WH_VO=P_PO=N_M> w2 aux neg be vtd by np1_o </WH> ques
s5p -> <WH_VO=P_PO=P_M> w2 aux be vtd prepp </WH> ques
s5p -> <WH_VO=P_PO=P_M> w2 aux be vtd prepp by np1_o </WH> ques
s5p -> <WH_VO=P_PO=P_M> w2 aux be vtd </WH> ques
s5p -> <WH_VO=P_PO=P_M> w2 aux be vtd by np1_o </WH> ques
s6p -> <WH_VO=P_PO=N_M> w3 aux neg be vtd by np_o prepp </WH> ques
s6p -> <WH_VO=P_PO=N_M> w3 aux neg be vtd by np_o </WH> ques
s6p -> <WH_VO=P_PO=N_M> w3 aux neg be vtd </WH> ques
s6p -> <WH_VO=P_PO=N_M> w3 aux neg be vtd by np1_o </WH> ques
s6p -> <WH_VO=P_PO=P_M> w3 be vtd prepp </WH> ques
s6p -> <WH_VO=P_PO=P_M> w3 be vtd prepp by np1_o </WH> ques
s6p -> <WH_VO=P_PO=P_M> w3 be vtd by np_o </WH> ques
s6p -> <WH_VO=P_PO=P_M> w3 be vtd </WH> ques
sask4p -> <WH_VO=P_PO=N_S> w1 aux np1_s neg be vtd prepp </WH> 
sask4p -> <WH_VO=P_PO=P_S> w1 aux np1_s be vtd by np1_o </WH>
sask4p -> <WH_VO=P_PO=P_S> w1 aux np1_s be vtd </WH>
sask5p -> <WH_VO=P_PO=N_S> w2 aux neg be vtd prepp </WH> 
sask5p -> <WH_VO=P_PO=N_S> w2 aux neg be vtd prepp by np1_o </WH> 
sask5p -> <WH_VO=P_PO=N_S> w2 aux neg be vtd </WH> 
sask5p -> <WH_VO=P_PO=N_S> w2 aux neg be vtd by np1_o </WH> 
sask5p -> <WH_VO=P_PO=P_S> w2 aux be vtd prepp </WH>
sask5p -> <WH_VO=P_PO=P_S> w2 aux be vtd by np1_o </WH> 
sask5p -> <WH_VO=P_PO=P_S> w2 aux be vtd </WH> 
sask6p -> <WH_VO=P_PO=N_S> w3 aux neg be vtd prepp </WH> 
sask6p -> <WH_VO=P_PO=N_S> w3 aux neg be vtd by np_o </WH> 
sask6p -> <WH_VO=P_PO=N_S> w3 aux neg be vtd </WH> 
sask6p -> <WH_VO=P_PO=P_S> w3 be vtd prepp </WH> 
sask6p -> <WH_VO=P_PO=P_S> w3 be vtd prepp by np1_o </WH> 
sask6p -> <WH_VO=P_PO=P_S> w3 be vtd by np_o </DE> 
sask6p -> <WH_VO=P_PO=P_S> w3 be vtd </DE> 
ssay4p -> <WH_VO=P_PO=N_S> w1 np1_s negp be vtd </WH> 
ssay4p -> <WH_VO=P_PO=N_S> w1 np1_s negp be vtd by np1_o </WH> 
ssay4p -> <WH_VO=P_PO=P_S> w1 np1_s be vtd </WH> 
ssay4p -> <WH_VO=P_PO=P_S> w1 np1_s be vtd by np1_o </WH> 
ssay5p -> <WH_VO=P_PO=N_S> w3 negp be vtd </WH> 
ssay5p -> <WH_VO=P_PO=P_S> w3 be vtd prepp </WH> 
ssay5p -> <WH_VO=P_PO=P_S> w3 be vtd prepp by np1_o </WH> 
ssay5p -> <WH_VO=P_PO=P_S> w3 aux be vtd </WH> 
ssay5p -> <WH_VO=P_PO=P_S> w3 aux be vtd by np1_o </WH> 
ssay5p -> <WH_VO=P_PO=P_S> w3 be vtd </WH> 
ssay5p -> <WH_VO=P_PO=P_S> w3 be vtd by np1_o </WH> 
s7p -> <DE_VO=P_PO=P_M> it be vsayd </DE> ssay1 period 
s7p -> <DE_VO=P_PO=P_M> it be vsayd by np1_hum_o </DE> ssay1 period 
s7p -> <DE_VO=P_PO=P_M> it aux be vsayd </DE> ssay1 period 
s7p -> <DE_VO=P_PO=N_M> it negp be vsayd </DE> ssay1 period
s7p -> <DE_VO=P_PO=P_M> it be vsayd </DE> ssay4 period 
s7p -> <DE_VO=P_PO=P_M> it be vsayd by np1_hum_o </DE> ssay4 period 
s7p -> <DE_VO=P_PO=P_M> it aux be vsayd </DE> ssay4 period 
s7p -> <DE_VO=P_PO=N_M> it negp be vsayd </DE> ssay4 period
s7p -> <DE_VO=P_PO=P_M> it be vsayd </DE> ssay5 period 
s7p -> <DE_VO=P_PO=P_M> it be vsayd by np1_hum_o </DE> ssay5 period 
s7p -> <DE_VO=P_PO=P_M> it aux be vsayd </DE> ssay5 period 
s7p -> <DE_VO=P_PO=N_M> it negp be vsayd </DE> ssay5 period
s7p -> <YN_VO=P_PO=N_M> aux it be vsayd by np1_hum_o </YN> ssay1 ques
s7p -> <YN_VO=P_PO=N_M> aux it not be vsayd by np1_hum_o </YN> ssay1 ques
s7p -> <YN_VO=P_PO=N_M> aux it be vsayd </YN> ssay1 ques
s7p -> <YN_VO=P_PO=N_M> aux it not be vsayd </YN> ssay1 ques
s7p -> <YN_VO=P_PO=N_M> aux it be vsayd </YN> ssay4 ques
s7p -> <YN_VO=P_PO=N_M> aux it not be vsayd </YN> ssay4 ques
s7p -> <DE_VO=P_PO=P_M> it be vsayd vsay </DE> bsay1 period 
s7p -> <DE_VO=P_PO=P_M> it aux be vsayd </DE> bsay1 period 
s7p -> <DE_VO=P_PO=N_M> it negp be vsayd </DE> bsay1 period
s7p -> <DE_VO=P_PO=P_M> it be vsayd by np1_hum_o </DE> bsay1 period 
s7p -> <DE_VO=P_PO=P_M> it aux be vsayd by np1_hum_o </DE> bsay1 period 
s7p -> <DE_VO=P_PO=N_M> it negp be vsayd by np1_hum_o </DE> bsay1 period
s8p -> <DE_VO=P_PO=P_M> it be vaskd </DE> sask4 period
s8p -> <DE_VO=P_PO=P_M> it be vaskd </DE> sask5 period
s8p -> <DE_VO=P_PO=P_M> it be vaskd by np1_hum_o </DE> sask6 period 
s8p -> <DE_VO=P_PO=P_M> it be vaskd by np1_hum_o </DE> bask1 period 
s8p -> <DE_VO=P_PO=P_M> it aux be vaskd </DE> sask4 period
s8p -> <DE_VO=P_PO=P_M> it aux be vaskd </DE> sask5 period
s8p -> <DE_VO=P_PO=P_M> it aux be vaskd by np_hum_o </DE> sask6 period 
s8p -> <DE_VO=P_PO=P_M> it aux be vaskd by np_hum_o </DE> bask1 period 
s8p -> <DE_VO=P_PO=N_M> it negp be vaskd </DE> sask4 period
s8p -> <DE_VO=P_PO=N_M> it negp be vaskd </DE> sask5 period
s8p -> <DE_VO=P_PO=N_M> it negp be vaskd by np1_hum_o </DE> sask6 period
s8p -> <DE_VO=P_PO=N_M> it negp be vaskd by np1_hum_o </DE> bask1 period
s8p -> <YN_VO=P_PO=P_M> aux it be vaskd </YN> sask4 ques
s8p -> <YN_VO=P_PO=N_M> aux it neg be vaskd </YN> sask6 ques
s8p -> <YN_VO=P_PO=N_M> aux it neg be vaskd by np1_hum_o </YN> bask1 ques
s8p -> <YN_VO=P_PO=P_M> aux it be vaskd by np1_hum_o </YN> sask5 ques
s8p -> <YN_VO=P_PO=N_M> aux it neg be vaskd by </YN> sask5 ques
s8p -> <YN_VO=P_PO=N_M> aux it neg be vaskd by np1_hum_o </YN> bask1 ques
scon1p -> <CO_VO=P_PO=P_S> con np1_s be vtd </CO>
scon1p -> <CO_VO=P_PO=N_S> con np1_s not be vtd </CO>
scon1p -> <CO_VO=P_PO=P_S> con np1_s be vtd by np_o </CO>
scon1p -> <CO_VO=P_PO=N_S> con np1_s not be vtd by np1_o </CO>
scon1p -> <CO_VO=P_PO=P_S> con np1_s be vtd prepp </CO>
scon1p -> <CO_VO=P_PO=N_S> con np1_s negp be vtd prepp </CO> 
scon2p -> <CO_VO=P_PO=P_S> con it be vsayd </CO> ssay1 
scon2p -> <CO_VO=P_PO=P_S> con it aux be vsayd </CO> ssay1 
scon2p -> <CO_VO=P_PO=N_S> con it negp be vsayd </CO> ssay1
scon2p -> <CO_VO=P_PO=P_S> con it be vsayd prepp </CO> ssay1
scon2p -> <CO_VO=P_PO=N_S> con it negp be vsayd prepp </CO> ssay1
scon2p -> <CO_VO=P_PO=P_S> con it be vsayd by np1_hum_o </CO> ssay1 
scon2p -> <CO_VO=P_PO=P_S> con it aux be vsaydy np1_hum_o </CO> ssay1 
scon2p -> <CO_VO=P_PO=N_S> con it negp be vsaydy np1_hum_o </CO> ssay1
scon2p -> <CO_VO=P_PO=P_S> con it be vsayd prepp by np1_hum_o </CO> ssay1
scon2p -> <CO_VO=P_PO=N_S> con it negp be vsayd preppy np1_hum_o </CO> ssay1
scon3p -> <CO_VO=P_PO=P_S> con it be vaskd </CO> sask4
scon3p -> <CO_VO=P_PO=P_S> con it be vaskd </CO> sask5
scon3p -> <CO_VO=P_PO=P_S> con it be vaskd </CO> sask6
scon3p -> <CO_VO=P_PO=P_S> con it be vaskd by np1_hum_o </CO> sask4
scon3p -> <CO_VO=P_PO=P_S> con it be vaskd by np1_hum_o </CO> sask5
scon3p -> <CO_VO=P_PO=P_S> con it be vaskd by np1_hum_o </CO> sask6
scon3p -> <CO_VO=P_PO=P_S> con it aux be vaskd </CO> sask4
scon3p -> <CO_VO=P_PO=P_S> con it aux be vaskd </CO> sask5
scon3p -> <CO_VO=P_PO=P_S> con it aux be vaskd by np1_hum_o </CO> sask4
scon3p -> <CO_VO=P_PO=P_S> con it aux be vaskd by np1_hum_o </CO> sask5
scon3p -> <CO_VO=P_PO=N_S> con it negp be vaskd </CO> sask6
scon3p -> <CO_VO=P_PO=N_S> con it negp be vaskd </CO> sask4
scon3p -> <CO_VO=P_PO=P_S> con it be vaskd prepp </CO> sask5
scon3p -> <CO_VO=P_PO=P_S> con it be vaskd prepp by np1_hum_o </CO> sask6
scon4p -> <CT_VO=P_PO=P_S> to be vtd </CO> 
scon4p -> <CT_VO=P_PO=P_S> in order to be vtd </CO> 
scon4p -> <CT_VO=P_PO=N_S> in order not to be vtd </CO>
scon4p -> <CT_VO=P_PO=P_S> to be vtd by np1_o </CO> 
scon4p -> <CT_VO=P_PO=P_S> in order to be vtd by np1_o </CO> 
scon4p -> <CT_VO=P_PO=N_S> in order not to be vtd by np1_o </CO>