Those are the only ones I have. Whats the numerator and denominator for this calculation? And youll get new ones delivered directly to you. I often get question marks. Theyre accurate, but is that correct?
Over time, he gave hundreds of thousands of dollars to help us know whether his returned was higher than the original.
( z0 give :purpose ( z1 help :ARG0 ( z2 he ) :ARG1 ( z3 know :ARG0 ( z4 we ) :ARG1 ( z5 truth-value :polarity-of ( z6 high :ARG1 ( z7 thing :ARG1-of ( z8 return ) :poss z2 ) :ARG2-of ( z9 have-degree :ARG1 z7 :ARG3 ( z10 more ) :ARG4 ( z11 original ) ) ) ) ) :ARG2 z4 ) :ARG0 z2 :ARG1 ( z12 multiple :op ( z13 monetary-quantity :quant 100000 :unit ( z14 dollar ) ) ) :mod ( z15 over-time ) )
(z0 / give-01
    :purpose (z1 / help-01
                 :ARG0 (z2 / he)
                 :ARG1 (z3 / know-01
                           :ARG0 (z4 / we)
                           :ARG1 (z5 / truth-value
                                     :polarity-of (z6 / high-02
                                                      :ARG1 (z7 / thing
                                                                :ARG1-of (z8 / return-02)
                                                                :poss z2)
                                                      :ARG2-of (z9 / have-degree-91
                                                                   :ARG1 z7
                                                                   :ARG3 (z10 / more)
                                                                   :ARG4 (z11 / original)))))
                 :ARG2 z4)
    :ARG0 z2
    :ARG1 (z12 / multiple
               :op1 (z13 / monetary-quantity
                         :quant 100000
                         :unit (z14 / dollar)))
    :mod (z15 / over-time))
Over time , he gave hundreds of thousands of dollars to help us know whether his returned was higher than the original .
z0 :ARG0 z2
z0 :mod z15
z0 :ARG1 z12
z12 :op1 z13
z13 :quant 0
z13 :unit z14
z0 :purpose z1
z1 :ARG0 z2
z1 :ARG2 z4
z3 :ARG0 z4
z1 :ARG1 z3
z3 :ARG1 z5
z7 :poss z2
z7 :ARG1-of z8
z6 :ARG1 z7
z5 :polarity-of z6
z6 :ARG2-of z9
z9 :ARG1 z7
z9 :ARG3 z10
z9 :ARG4 z11