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	Who is		What is		Where is		When is

f and m

f and m is a free a
f and m is finitely generated as a
f and m is an r
f and m is stable
f and m is a reconstruction of a that is given by a set of scaffolds s = fs
f and m is a bound for
f and m is the maximum value of f on b
f and m is popular with local yuppies who crave waffle cheese fries topped with chopped green onions at 3 am the chicken
f and m is similar to that for 1 µm
f and m is 21
f and m is made up of
f and m is the minimum value of f
f and m is endemic and badly controlled; d
f and m is a
f and m is an integral
f and m is maximal in d
f and m is a maximal
f and m is constant over x
f and m is an integer from
f and m is the fishing
f and m is the
f and m is too preppy
f and m is in the
f and m is a maximal subgroup of f
f and m is r
f and m is still winless now in ten matches
f and m is ±0
f and m is an integer from f1; 2; \delta \delta \delta ; n \gamma 1g
f and m is 0
f and m is a natural
f and m is relatively small
f and m is the cohomological
f and m is np
f and m is similar—in all cases there is evidence of an increase in the estimated y c around u
f and m is nothing compared to bse
f and m is defined to be
f and m is
f and m is similar
f and m is at least 4
f and m is a simply
f and m is the number of mutually dependent variables of f and f
f and m is the number

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