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In the present paper, we prove common fixed point theorems in complete fuzzy metric spaces. To prove our result we use a class of self maps. To find fixed point, the concept of altering distance between two points in fuzzy conditions is executed. The φ-weak contraction also plays an important role to evaluate fixed point. Our result generalizes the result of Shen[10] who proved result for single self-map. We extend this result to two self-maps with maximize type of contractive condition.