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"SOLE BRAND" PROCUREMENT JUSTIFICATION
"SOLE BRAND" PROCUREMENT JUSTIFICATION
%%% Kenneth Kay %%% NS248 %%% Problem Set 11
%%% Kenneth Kay %%% NS248 %%% Problem Set 11
% [ ]
% [ ]
% of time appointed Hours of Work/Week Units TAL Provides Total
% of time appointed Hours of Work/Week Units TAL Provides Total
% MASS - Duluth High School
% MASS - Duluth High School
% Composition of a Penny Lab (1 of 4)
% Composition of a Penny Lab (1 of 4)
$300,000 CLUB CASINO
$300,000 CLUB CASINO
$12 million Divided among the 4 states with the highest and the 4
$12 million Divided among the 4 states with the highest and the 4
#II
#II
#Golden_ratio http://en.wikipedia.org/wiki/Pentagram http
#Golden_ratio http://en.wikipedia.org/wiki/Pentagram http
#A7 INTEGERS 12A (2012): John Selfridge Memorial Issue Lorenzo Di Biagio
#A7 INTEGERS 12A (2012): John Selfridge Memorial Issue Lorenzo Di Biagio
#A67 INTEGERS 11 (2011) A RECURRENCE RELATED TO THE BELL NUMBERS Toufik Mansour
#A67 INTEGERS 11 (2011) A RECURRENCE RELATED TO THE BELL NUMBERS Toufik Mansour
#A64 INTEGERS 13 (2013) ON THE HIGHER-DIMENSIONAL GENERALIZATION OF A PROBLEM OF ROTH
#A64 INTEGERS 13 (2013) ON THE HIGHER-DIMENSIONAL GENERALIZATION OF A PROBLEM OF ROTH
#A50 INTEGERS 10 (2010), 669-679 UNIVERSAL EXPANSIONS IN NEGATIVE AND COMPLEX BASES
#A50 INTEGERS 10 (2010), 669-679 UNIVERSAL EXPANSIONS IN NEGATIVE AND COMPLEX BASES
#A40 INTEGERS 13 (2013) FINITE SUMS THAT INVOLVE RECIPROCALS OF PRODUCTS
#A40 INTEGERS 13 (2013) FINITE SUMS THAT INVOLVE RECIPROCALS OF PRODUCTS
#A4 INTEGERS 12 (2012) ON WEAKLY COMPLETE SEQUENCES FORMED BY THE GREEDY ALGORITHM
#A4 INTEGERS 12 (2012) ON WEAKLY COMPLETE SEQUENCES FORMED BY THE GREEDY ALGORITHM
#A38 INTEGERS 10 (2010), 453-463 NUMBERS OF THE SECOND KIND
#A38 INTEGERS 10 (2010), 453-463 NUMBERS OF THE SECOND KIND
#A34 INTEGERS 13 (2013) A NOTE ON THE MULTIPLICATIVE STRUCTURE OF AN
#A34 INTEGERS 13 (2013) A NOTE ON THE MULTIPLICATIVE STRUCTURE OF AN
#A34 INTEGERS 11 (2011) REDUCING THE ERD ˝ OS-MOSER EQUATION
#A34 INTEGERS 11 (2011) REDUCING THE ERD ˝ OS-MOSER EQUATION
#A3 INTEGERS 14A (2014) THE R SMALLEST PART SIZE OF A RANDOM INTEGER
#A3 INTEGERS 14A (2014) THE R SMALLEST PART SIZE OF A RANDOM INTEGER
#A28 INTEGERS 14 (2014) ON THE PRIME K-TUPLE CONJECTURE R. Thangadurai
#A28 INTEGERS 14 (2014) ON THE PRIME K-TUPLE CONJECTURE R. Thangadurai
#A22 INTEGERS 9 (2009), 239-259 BETA-EXPANSIONS WITH NEGATIVE BASES Shunji Ito
#A22 INTEGERS 9 (2009), 239-259 BETA-EXPANSIONS WITH NEGATIVE BASES Shunji Ito
#A22 INTEGERS 12 (2012) APPROXIMATIONS OF ADDITIVE SQUARES IN INFINITE WORDS
#A22 INTEGERS 12 (2012) APPROXIMATIONS OF ADDITIVE SQUARES IN INFINITE WORDS
#A20 INTEGERS 10 (2010), 243-256 SQUARE-FULL DIVISORS OF SQUARE-FULL INTEGERS A. H. Ledoan
#A20 INTEGERS 10 (2010), 243-256 SQUARE-FULL DIVISORS OF SQUARE-FULL INTEGERS A. H. Ledoan