( <start> ==> ( <dec> <@PERIOD> ) ( ( ( x0 mood root ) =c declaritive ) ( ( x0 mood ) = *remove* ) ( x1 = x0 ) ) ) ( <START> ==> ( <NP> <@period> ) ( ( x1 = x0 ) ) ) ( <@period> --> ( p e r i o d ) ( ) ) ( <DEC> ==> ( <NP> <VP1> ) ( ( ( x0 subj case ) = nom ) ( *EOR* ( ( ( x0 subj root ) =c pro ) ) ( ( ( x0 case ) = *remove* ) ) ) ( x1 == ( x0 subj ) ) ( x2 = x0 ) ) ) ( <VP1> ==> ( <ADVP> <VP> ) ( ( x1 < ( x0 advadjuncts ) ) ( x2 = x0 ) ) ) ( <VP1> ==> ( <VP> ) ( ( x1 = x0 ) ) ) ( <VP> ==> ( <VP> <PP> ) ( ( x2 < ( x0 ppadjunct ) ) ( x1 = x0 ) ) ) ( <VP> ==> ( <V> <NP> ) ( ( ( x0 valency ) =c trans ) ( *EOR* ( ( ( x0 obj root ) =c pro ) ( ( x0 obj case ) = acc ) ( x2 = ( x0 obj ) ) ) ( ( ( x0 obj case ) = *remove* ) ( x2 == ( x0 obj ) ) ) ) ( x1 = x0 ) ) ) ( <VP> ==> ( <V> ) ( ( ( x0 valency ) =c intrans ) ( x1 = x0 ) ) ) ( <ADVP> ==> ( <ADV> ) ( ( x1 = x0 ) ) ) ( <NP> ==> ( <PRO> ) ( ( ( x0 root ) =c pro ) ( ( x0 root ) = *remove* ) ( ( x0 ref ) =c def ) ( ( x0 ref ) = *remove* ) ( x1 = x0 ) ) ) ( <NP> ==> ( <N2> ) ( ( x1 = x0 ) ) ) ( <N2> ==> ( <DET> <N1> ) ( ( ( x1 a-an ) = ( x2 a-an ) ) ( x1 == ( x0 det ) ) ( ( x1 ref ) = ( x0 ref ) ) ( ( x0 ref ) = *remove* ) ( x2 = x0 ) ) ) ( <N2> ==> ( <N1> ) ( ( ( x0 ref ) =c indef ) ( ( x0 ref ) = *remove* ) ( x1 = x0 ) ) ) ( <N1> ==> ( <AP> <N> ) ( ( ( x1 a-an ) = ( x0 a-an ) ) ( *OR* ( ( ( x0 apadjuncts ) = *UNDEFINED* ) ) ( ( ( x0 apadjuncts ) = *defined* ) ( ( x1 apadjuncts ) == ( x0 apadjuncts ) ) ) ) ( *OR* ( ( ( x0 pre-nom-noun ) = *UNDEFINED* ) ) ( ( ( x0 pre-nom-noun ) = *DEFINIED* ) ( ( x1 pre-nom-noun ) == ( x0 pre-nom-noun ) ) ) ) ( x2 = x0 ) ) ) ( <N1> ==> ( <N> ) ( ( x1 = x0 ) ) ) ( <AP> ==> ( <ADJ+> <PNN> ) ( ( x2 == ( x0 pre-nom-noun ) ) ( x1 = x0 ) ) ) ( <AP> ==> ( <ADJ+> ) ( ( x1 = x0 ) ) ) ( <AP> ==> ( <PNN> ) ( ( x1 = ( x0 pre-nom-noun ) ) ) ) ( <ADJ+> ==> ( <DEG> <ADJ*> ) ( ( x1 == ( x0 degree ) ) ( x2 = x0 ) ) ) ( <ADJ+> ==> ( <ADJ*> ) ( ( x1 = x0 ) ) ) ( <ADJ*> ==> ( <ADJ*> <ADJ1> ) ( ( x2 < ( x0 apadjuncts ) ) ( x1 = x0 ) ) ) ( <ADJ1> ==> ( <ADJ> ) ( ( x1 = x0 ) ) ) ( <PNN> ==> ( <PNN> <N> ) ( ( x1 == ( x0 pre-nom-noun ) ) ( x2 = x0 ) ) ) ( <PNN> ==> ( <N> ) ( ( x1 = x0 ) ) ) ( <PP> ==> ( <P> <NP> ) ( ( x1 == ( x0 prep ) ) ( x2 = x0 ) ) ) ( <NP> ==> ( <NP> <PP> ) ( ( x2 < ( x0 ppadjunct ) ) ( x1 = x0 ) ) ) ( <P> --> ( a t ) ( ( ( x0 root ) =c at ) ) ) ( <ADV> --> ( q u i c k l y ) ( ( ( x0 root ) =c quickly ) ( ( x0 root ) = *remove* ) ) ) ( <ADV> --> ( s l o w l y ) ( ( ( x0 root ) =c slowly ) ( ( x0 root ) = *remove* ) ) ) ( <V> --> ( c h a n g e ) ( ( ( x0 root ) =c change ) ( *OR* ( ( ( x0 form ) =c finite ) ( ( x0 tense root ) =c present ) ( ( x0 agr ) =c other ) ) ( ( ( x0 form ) =c inf ) ) ) ( *OR* ( ( ( x0 valency ) =c trans ) ) ( ( ( x0 valency ) =c intrans ) ) ) ) ) ( <V> --> ( c h a n g e s ) ( ( ( x0 root ) =c change ) ( ( x0 form ) =c finite ) ( ( x0 tense root ) =c present ) ( ( x0 agr ) =c 3sg ) ( *OR* ( ( ( x0 valency ) =c trans ) ) ( ( ( x0 valency ) =c intrans ) ) ) ) ) ( <V> --> ( c h a n g e d ) ( ( ( x0 root ) =c change ) ( *OR* ( ( ( x0 form ) =c finite ) ( ( x0 tense root ) =c past ) ) ( ( ( x0 form ) =c pastpart ) ) ) ( *OR* ( ( ( x0 valency ) =c trans ) ) ( ( ( x0 valency ) =c intrans ) ) ) ) ) ( <V> --> ( c h a n g i n g ) ( ( ( x0 root ) =c change ) ( ( x0 form ) =c prespart ) ( *OR* ( ( ( x0 valency ) =c trans ) ) ( ( ( x0 valency ) =c intrans ) ) ) ) ) ( <V> --> ( d e n t ) ( ( ( x0 root ) =c dent ) ( *OR* ( ( ( x0 form ) =c finite ) ( ( x0 tense root ) =c present ) ( ( x0 agr ) =c other ) ) ( ( ( x0 form ) =c inf ) ) ) ( *OR* ( ( ( x0 valency ) =c trans ) ) ( ( ( x0 valency ) =c intrans ) ) ) ) ) ( <V> --> ( d e n t s ) ( ( ( x0 root ) =c dent ) ( ( x0 form ) =c finite ) ( ( x0 tense root ) =c present ) ( ( x0 agr ) =c 3sg ) ( *OR* ( ( ( x0 valency ) =c trans ) ) ( ( ( x0 valency ) =c intrans ) ) ) ) ) ( <V> --> ( d e n t e d ) ( ( ( x0 root ) =c dent ) ( *OR* ( ( ( x0 form ) =c finite ) ( ( x0 tense root ) =c past ) ) ( ( ( x0 form ) =c pastpart ) ) ) ( *OR* ( ( ( x0 valency ) =c trans ) ) ( ( ( x0 valency ) =c intrans ) ) ) ) ) ( <V> --> ( d e n t i n g ) ( ( ( x0 root ) =c dent ) ( ( x0 form ) =c prespart ) ( *OR* ( ( ( x0 valency ) =c trans ) ) ( ( ( x0 valency ) =c intrans ) ) ) ) ) ( <V> --> ( t h r e w ) ( ( ( x0 root ) =c throw ) ( ( x0 form ) =c finite ) ( ( x0 tense root ) =c past ) ( ( x0 valency ) =c trans ) ( ( x0 root ) = *remove* ) ( ( x0 form ) = *remove* ) ( ( x0 tense root ) = *remove* ) ( ( x0 valency ) = *remove* ) ) ) ( <V> --> ( t h r o w ) ( ( ( x0 root ) =c throw ) ( ( x0 root ) = *remove* ) ( *OR* ( ( ( x0 form ) =c finite ) ( ( x0 form ) = *remove* ) ( ( x0 tense root ) =c present ) ( ( x0 tense ) = *remove* ) ( ( x0 agr ) =c other ) ( ( x0 agr ) = *remove* ) ) ( ( ( x0 form ) =c inf ) ( ( x0 form ) = *remove* ) ) ) ) ) ( <V> --> ( t h r o w s ) ( ( ( x0 root ) =c throw ) ( ( x0 tense root ) =c present ) ( ( x0 agr ) =c 3sg ) ( ( x0 form ) =c finite ) ( ( x0 valency ) =c trans ) ( ( x0 tense ) = *remove* ) ( ( x0 agr ) = *remove* ) ( ( x0 form ) = *remove* ) ( ( x0 valency ) = *remove* ) ( ( x0 root ) = *remove* ) ) ) ( <V> --> ( t h r o w n ) ( ( ( x0 root ) =c throw ) ( ( x0 form ) =c pastpart ) ( ( x0 valency ) =c trans ) ( ( x0 form ) = *remove* ) ( ( x0 valency ) = *remove* ) ( ( x0 root ) = *remove* ) ) ) ( <V> --> ( r o l l ) ( ( ( x0 root ) =c roll ) ( *OR* ( ( ( x0 form ) =c finite ) ( ( x0 tense root ) =c present ) ( ( x0 agr ) =c other ) ) ( ( ( x0 form ) =c inf ) ) ) ( *OR* ( ( ( x0 valency ) =c trans ) ) ( ( ( x0 valency ) =c intrans ) ) ) ) )