Re: Count to an Extremly Large, Undefined, Number!

by **Lord Arogandor** Fri Jan 28, 2011 7:57 am

127 ==> my current age!

by Guest Fri Jan 28, 2011 4:03 pm

128

and My Lord you are still as handsom as if you were 20 Wink

by TheHeirtotheThrone Fri Jan 28, 2011 11:00 pm

129

no comment

by Guest Sat Jan 29, 2011 11:37 pm

by Guest Tue Feb 01, 2011 12:49 am

131 hehe

by Guest Sun Feb 06, 2011 7:51 pm

by TheHeirtotheThrone Sun Feb 06, 2011 9:22 pm

by Guest Sat Feb 12, 2011 8:13 am

by Guest Sat Feb 12, 2011 5:03 pm

by Guest Sun Feb 13, 2011 3:01 pm

by Guest Mon Feb 14, 2011 12:54 pm

by Guest Mon Feb 14, 2011 1:20 pm

by Guest Tue Feb 15, 2011 1:53 pm

139

were staying on a spider canvas Laughing

by Guest Fri Feb 18, 2011 7:15 pm

by Guest Wed Mar 02, 2011 7:52 am

141 :*:*:*:* for

by Guest Thu Mar 03, 2011 6:24 pm

by Guest Wed May 04, 2011 10:33 am

143: I love you Razz

by robert Wed May 04, 2011 4:09 pm

144

lol

by Guest Mon May 16, 2011 6:20 am

145!

Although composite, 145 is a pseudoprime.
Given 145, the Mertens function returns 0.
145 is a pentagonal number and a centered square number.
145 = 122 + 12 = 82 + 92. 145 is the fourth number that is the sum of two different pairs of squares. Also, 145 is the result of 34 + 43, making it a Leyland number.
145 = 1! + 4! + 5!, making it a factorion. The only other numbers that have the property that they are the sum of the factorials of their digits are 1, 2 and 40585

ooc: I am not a mathematician, I totally got this off the internet. Embarassed

by Guest Thu May 19, 2011 6:10 pm

by TheHeirtotheThrone Sun Oct 16, 2011 4:33 am

by **Lord Arogandor** Sun Oct 16, 2011 4:50 am

by TheHeirtotheThrone Sun Oct 16, 2011 4:54 am

by Guest Sun Oct 16, 2011 7:14 pm

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