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94024

50³ + 94024 = 468², 50³ - 94024 = 176².

Page of Squares : First Upload December 29, 2012 ; Last Revised December 29, 2012
by Yoshio Mimura, Kobe, Japan

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94059

94059²± 2 are primes.

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94080

364² + 94080 = 476², 364² - 94080 = 196².

94080² = (2² - 1)(3² - 1)(13² - 1)(15² - 1)(99² - 1) = (3² - 1)(4² - 1)(6² - 1)(15² - 1)(97² - 1)
= (3² - 1)(6² - 1)(13² - 1)(15² - 1)(29² - 1) = (3² - 1)(7² - 1)(4801² - 1)
= (5² - 1)(13² - 1)(15² - 1)(99² - 1) = (6² - 1)(11² - 1)(15² - 1)(97² - 1).

Page of Squares : First Upload December 29, 2012 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94094

94094² = 329² + 331² + 333² + 335² + ... + 3759².

Page of Squares : First Upload December 29, 2012 ; Last Revised December 29, 2012
by Yoshio Mimura, Kobe, Japan

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94095

94095² = (6² + 9)(12² + 9)(1134² + 9).

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94120

94120² = (3² + 4)(38² + 4)(686² + 4).

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94122

94122² = (1² + 5)(2² + 5)(3² + 5)(24² + 5)(142² + 5) = (1² + 5)(4² + 5)(59² + 5)(142² + 5)
= (1² + 5)(11² + 5)(24² + 5)(142² + 5) = (2² + 5)(3² + 5)(59² + 5)(142² + 5)
= (3² + 5)(7² + 5)(24² + 5)(142² + 5) = (11² + 5)(59² + 5)(142² + 5).

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94162

94162² = 8866482244, a square with even digits.

Page of Squares : First Upload December 29, 2012 ; Last Revised December 29, 2012
by Yoshio Mimura, Kobe, Japan

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94184

94184²± 3 are primes.

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94208

94208² = (1² + 7)(3² + 7)(4² + 7)(5² + 7)(11² + 7)(27² + 7)
= (1² + 7)(5² + 7)(11² + 7)(19² + 7)(27² + 7) = (3² + 7)(4² + 7)(27² + 7)(181² + 7)
= (4² + 7)(5² + 7)(19² + 7)(181² + 7) = (19² + 7)(27² + 7)(181² + 7).

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94233

94233²± 2 are primes.

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94238

94238² = 8880800644, a square with even digits.

Page of Squares : First Upload December 29, 2012 ; Last Revised December 29, 2012
by Yoshio Mimura, Kobe, Japan

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94248

94248² = (2² - 1)(13² - 1)(35² - 1)(120² - 1) = (3² - 1)(8² - 1)(35² - 1)(120² - 1)
= (3² - 1)(10² - 1)(50² - 1)(67² - 1).

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94249

94249 = 307², a palindromic square pegged by 4.

Page of Squares : First Upload December 29, 2012 ; Last Revised December 29, 2012
by Yoshio Mimura, Kobe, Japan

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94250

94250² = (1² + 1)(12² + 1)(18² + 1)(307² + 1) = (1² + 1)(2² + 1)(8² + 1)(12² + 1)(17² + 1)(18² + 1)
= (1² + 1)(2² + 1)(8² + 1)(12² + 1)(307² + 1) = (17² + 1)(18² + 1)(307² + 1)
= (2² + 1)(18² + 1)(41² + 1)(57² + 1) = (2² + 1)(7² + 1)(8² + 1)(18² + 1)(41² + 1)
= (2² + 1)(8² + 1)(17² + 1)(307² + 1) = (3² + 1)(8² + 1)(12² + 1)(17² + 1)(18² + 1)
= (3² + 1)(8² + 1)(12² + 1)(307² + 1) = (8² + 1)(12² + 1)(17² + 1)(57² + 1)
= (1² + 4)(5² + 4)(11² + 4)(24² + 4)(29² + 4).

Page of Squares : First Upload November 16, 2013 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94252

94252²± 3 are primes.

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94276

94276² = (1² + 3)(2² + 3)(16² + 3)(19² + 3)(58² + 3) = (2² + 3)(5² + 3)(7² + 3)(16² + 3)(58² + 3)
= (5² + 3)(16² + 3)(19² + 3)(58² + 3).

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94281

94281²± 2 are primes.

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94329

94329² = 799² + 800² + 801² + ... + 3007².

Page of Squares : First Upload December 29, 2012 ; Last Revised December 29, 2012
by Yoshio Mimura, Kobe, Japan

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94336

94336²± 3 are primes.

94336² = (2² + 7)(5² + 7)(13² + 7)(379² + 7) = (2² + 7)(75² + 7)(379² + 7)
= (3² + 7)(11² + 7)(23² + 7)(90² + 7).

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94340

94340² = (4² + 4)(21² + 4)(1000² + 4).

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94350

94350² = (1² + 9)(4² + 9)(5² + 9)(18² + 9)(56² + 9) = (1² + 9)(18² + 9)(29² + 9)(56² + 9)
= (4² + 9)(19² + 9)(981² + 9) = (5² + 9)(18² + 9)(19² + 9)(46² + 9) = (5² + 9)(46² + 9)(351² + 9).

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94395

94395² = (1² + 6)(5² + 6)(9² + 6)(687² + 6) = (1² + 6)(9² + 6)(57² + 6)(67² + 6)
= (5² + 6)(9² + 6)(27² + 6)(67² + 6).

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94404

94404²± 5 are primes.

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94422

94422²± 5 are primes.

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94430

94430² = 1295² + 1296² + 1297² + ... + 3069².

Page of Squares : First Upload December 29, 2012 ; Last Revised December 29, 2012
by Yoshio Mimura, Kobe, Japan

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94444

94444²± 3 are primes.

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94500

94500² = (1³ + 2³ + 3³ + ... + 24³)(25³ + 26³ + 27³ + 28³ + 29³).

Page of Squares : First Upload February 9, 2013 ; Last Revised February 9, 2013
by Yoshio Mimura, Kobe, Japan

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94598

94598²± 3 are primes.

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94605

94605²± 2 are primes.

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94622

94622²± 3 are primes.

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94676

94676²± 3 are primes.

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94695

94695² = 8967143025, a square with different digits.

Page of Squares : First Upload December 29, 2012 ; Last Revised December 29, 2012
by Yoshio Mimura, Kobe, Japan

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94850

94850²± 3 are primes.

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94863

94863² = 8998988769, a square every digit of which is greater than 5.

Page of Squares : First Upload September 18, 2013 ; Last Revised September 18, 2013
by Yoshio Mimura, Kobe, Japan

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94866

94866² = (17² + 2)(18² + 2)(308² + 2).

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94874

94874²± 3 are primes.

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94875

94875² = 9001265625, and 900 = 30², 1265625 = 1125².

Page of Squares : First Upload December 29, 2012 ; Last Revised December 29, 2012
by Yoshio Mimura, Kobe, Japan

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94976

94976² = (5² + 7)(7² + 7)(29² + 7)(77² + 7).

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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9878

94878²± 5 are primes.

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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94940

94940²± 3 are primes.

Page of Squares : First Upload April 13, 2014 ; Last Revised April 13, 2014
by Yoshio Mimura, Kobe, Japan

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