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If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?
If p and q are positive integers, each greater than 1, and if 37 (p-10 =29 (q-1), what is the least possible value of (p+q)?