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This is the largest known prime, SmPrimProd(11), among the first 69 studied terms of the Smarandache Prime Product Sequence {SmPrimProd(n)=p1p2...pn+1}: 2, 7, 31, 211, 2311, .... [Fleuren] The smallest primorial prime p#+1 or p#1 with p greater than 13.
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