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if {(a+1)(b-1)+(b+1)(a-1)p+(a-1)(b-1)}=0 and
p(a+1)(b+1)-(a-1)(b-1)=0
also let A = {(a+1)/(a-1),(b+1)/(b-1)} and
B = {(2a)/(a+1),(2b)/(b+1)}
if A intersection B is not null set, then find all the permissible value of parameter "p".
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