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#8 The Prime Ingredient in a Big Piece of Pi: 1,998-2,234 digits

Frank Murri

#41 Prime Ingredient in a Big Piece of Pi: 11,681 - 11,985 digits

Frank Murri

#38 Prime Ingredient in a Big Piece of Pi: 10,835 - 11,092 digits

Frank Murri

#36 Prime Ingredient in a Big Piece of Pi: 10,212 - 10,520 digits

Frank Murri

'A Representation of Zeckendorf’s Theorem of Fibonacci Numbers'

Frank Murri

#42 Prime Ingredient in a Big Piece of Pi: 11,986 - 12,287 digits

Frank Murri

#25 The Prime Ingredient in a Big Piece of Pi: 6,957-7,222 digits

Frank Murri

'Primes within Primes'

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#37 Prime Ingredient in a Big Piece of Pi: 10,521 - 10,834 digits

Frank Murri

#35 Prime Ingredient in a Big Piece of Pi: 9,960-10,211 digits

Frank Murri

#24 The Prime Ingredient in a Big Piece of Pi: 6,598-6,956 digits

Frank Murri

#7 The Prime Ingred in a Big Piece of Pi: (1,718-1,997 digits)

Frank Murri

#23 The Prime Ingredient in a Big Piece of Pi: 6,298-6,597 digits

Frank Murri

#33 The Prime Ingredient in a Big Piece of Pi: 9,335-9,637 digits

Frank Murri

#19 The Prime Ingredient in a Big Piece of Pi: 5,119-5,416 digits

Frank Murri

The Prime Ingredient in a Big Piece of Pi # 4 (884-1,135 digits)

Frank Murri

#11 The Prime Ingredient in a Big Piece of Pi: 2,784-3,068 digits

Frank Murri

#28 The Prime Ingredient in a Big Piece of Pi: 7,884-8,150 digits

Frank Murri

#22 The Prime Ingredient in a Big Piece of Pi: 5,997-6,297 digits

Frank Murri

'A Prime display of the Kronecker Matrix of Pythagorean Triples'

Frank Murri

#14 The Prime Ingredient in a Big Piece of Pi: 3,661-3,947 digits

Frank Murri

'A ‘Prime’ Example III (inc' Cuban, Proth, Markov & Star Primes)

Frank Murri

#31 The Prime Ingredient in a Big Piece of Pi: 8,720-9,014 digits

Frank Murri

#26 The Prime Ingredient in a Big Piece of Pi: 7,223-7,544 digits

Frank Murri

#20 The Prime Ingredient in a Big Piece of Pi: 5,417-5,707 digits

Frank Murri

#12 The Prime Ingredient in a Big Piece of Pi: 3,069-3,371 digits

Frank Murri

#13 The Prime Ingredient in a Big Piece of Pi: 3,372-3,660 digits

Frank Murri

'A Study of Ulam's Principle in a Vertical Sequence'

Frank Murri

#34 The Prime Ingredient in a Big Piece of Pi: 9,638-9,959 digits

Frank Murri

#10 The Prime Ingredient in a Big Piece of Pi: 2,495-2,783 digits

Frank Murri

#27 The Prime Ingredient in a Big Piece of Pi: 7,545-7,883 digits

Frank Murri

The Prime Ingred in a Big Piece of Pi # 6 (1,456 - 1,717 digits)

Frank Murri

#18 The Prime Ingredient in a Big Piece of Pi: 4,842-5,118 digits

Frank Murri

#30 The Prime Ingredient in a Big Piece of Pi: 8,474-8,719 digits

Frank Murri

#16 The Prime Ingredient in a Big Piece of Pi: 4,234-4,533 digits

Frank Murri

#9 The Prime Ingredient in a Big Piece of Pi: 2,235-2,494 digits

Frank Murri

#21 The Prime Ingredient in a Big Piece of Pi: 5,708-5,996 digits

Frank Murri

'The Goldbach Conjecture' (an even number = sum of prime numbers)

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#32 The Prime Ingredient in a Big Piece of Pi: 9,015-9,334 digits

Frank Murri

The Prime Ingredient in a Big Piece of Pi # 2 (323-613 digits)

Frank Murri

#29 The Prime Ingredient in a Big Piece of Pi: 8,151-8,473 digits

Frank Murri

#15 The Prime Ingredient in a Big Piece of Pi: 3,948-4,233 digits

Frank Murri

#17 The Prime Ingredient in a Big Piece of Pi: 4,534-4,841 digits

Frank Murri