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# Property of the Smallest Integer in a Sum

GMAT-ZYOLWO

In a data set of $6$ consecutive integers where all data points are between $1$ and $100$, noninclusive, which of the following must be a property of the smallest integer if the sum of the integers is divisible by $7$?

A

The cube of a number

B

Evenly divisible by $3$

C

Can be expressed as the product of $2$ prime numbers

D

The square root of a number less than $45$

E

None of these properties is guaranteed.