W p   G e t   t h e   f u l l   e x p e r i e n c e .   W p   G e t   t h e   f u l l   e x p e r i e n c e .   I m   c e r t a i n   i f   I   s t a r t e d   c o m p l a i n i n g   a   b i t ,   i t s   n o t   r e a l l y   g o i n g   t o   m a t t e r .   I   g o t   d o n e   e v e r y t h i n g   I   n e e d e d   t o   g e t   d o n e   ( f o r   a r m   r e c o v e r y )   l o n g   a g o .   A t   t h e   b e g i n n i n g   o f   t h e   g a m e ,   m y   b o d y   f e l t   h e a v y .
Wp Get Admission. Wup Get Food. And, believe it or not, got a 4-0 century.
( z0 multi-sentence :snt ( z1 get :ARG0 ( z2 you ) :ARG1 ( z3 admit ) ) :snt ( z4 get :ARG0 z2 :ARG1 ( z5 food ) ) :snt ( z6 and :op ( z7 or :op ( z8 believe :ARG0 ( z9 you ) ) :op ( z10 believe :ARG0 z9 :ARG1 ( z11 get :ARG0 z2 :ARG1 ( z12 temporal-quantity :quant ( z13 ratio-of :op 4 :op 0 ) :unit ( z14 century ) ) ) :polarity - ) ) ) )
(z0 / multi-sentence
    :snt1 (z1 / get-01
              :ARG0 (z2 / you)
              :ARG1 (z3 / admit-02))
    :snt2 (z4 / get-01
              :ARG0 z2
              :ARG1 (z5 / food))
    :snt3 (z6 / and
              :op2 (z7 / or
                       :op1 (z8 / believe-01
                                :ARG0 (z9 / you))
                       :op2 (z10 / believe-01
                                 :ARG0 z9
                                 :ARG1 (z11 / get-01
                                            :ARG0 z2
                                            :ARG1 (z12 / temporal-quantity
                                                       :quant (z13 / ratio-of
                                                                   :op1 4
                                                                   :op2 0)
                                                       :unit (z14 / century)))
                                 :polarity -))))
Wp Get Admission . Wup Get Food . And , believe it or not , got a 4-0 century .
z1 :ARG0 z2
z1 :ARG1 z3
z4 :ARG0 z2
z4 :ARG1 z5
z0 :snt2 z4
z0 :snt1 z1
z0 :snt3 z6
z8 :ARG0 z9
z10 :ARG0 z9
z7 :op2 z10
z7 :op1 z8
z6 :op2 z7
z10 :polarity 0
z10 :ARG1 z11
z11 :ARG0 z2
z13 :op1 2
z13 :op2 1
z12 :quant z13
z11 :ARG1 z12
z12 :unit z14