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If {x:2≤x≤18;x∈integer} \lbrace x : 2 \leq x \leq 18; x \in integer \rbrace {x:2≤x≤18;x∈integer} and 7+x=4(mod9)7 + x = 4 \pmod{9}7+x=4(mod9), find the highest value of x. x.x.
2
5
15
18
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