atp_hard_prompt.py

PROMPT = '''You will be provided with a question along with the five multiple choice answers. You need to convert the question and every possible answer to an imperative statement. 

Question: how do the two man play the instrument
Choices: 
(A) roll the handle 
(B) tap their feet
(C) strum the string
(D) hit with sticks
(E) pat with hand
Imperative Statements for every option:
(A) two man play the instrument by rolling the handle
(B) two man play the instrument by tapping their feet
(C) two man play the instrument by strumming the string
(D) two man play the instrument by hitting the sticks
(E) two man play the instrument by patting with hand

Question: how does the man cycling try to sell the watch to the man in the trishaw
Choices:
(A) give him catalogue
(B) show him a video
(C) show him the watch
(D) dismount his bicycle
(E) give him the watch strap
Imperative Statements for every option:
(A) The man cycling tries to sell the watch to the man in the trishaw by giving him the catalogue
(B) The man cycling tries to sell the watch to the man in the trishaw by showing him a video
(C) The man cycling tries to sell the watch to the man in the trishaw by showing him the watch
(D) The man cycling tries to sell the watch to the man in the trishaw by dismounting his bicycle
(E) The man cycling tries to sell the watch to the man in the trishaw by giving him the watch strap

Question: what does the white dog do after going to the cushion
Choices:
(A) drink again
(B) shake its body
(C) smells the black dog
(D) wagging tail
(E) touch lady in blue stripes
Imperative Statements for every option:
(A) white dog drinks again after going to the cushion
(B) white dog shakes its body after going to the cushion
(C) white dog smells the black dog after going to the cushion
(D) white dog wags its tail after going to the cushion
(E) white dog touches the lady in blue stripes after going to the cushion

Now it's your turn.

Question: <C0>
Choices:
(A) <C1>
(B) <C2>
(C) <C3>
(D) <C4>
(E) <C5>
Imperative Statements for every option:
(A) 
(B)
(C)
(D)
(E) '''