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M127
Mersenne prime
2^127 – 1
2¹²⁷ – 1
170141183460469231731687303715884105727
170,141,183,460,469,231,731,687,303,715,884,105,727
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Statements
instance of
Mersenne prime
series ordinal
12
follows
M107
followed by
M521
1 reference
reference URL
http://www.mersenne.org/primes/digits/M127.txt
double Mersenne number
series ordinal
4
follows
2,147,483,647
defining formula
2
2
7
−
1
−
1
{\displaystyle 2^{2^{7}-1}-1}
0 references
Cantor number
series ordinal
5
follows
127
followed by
unknown value
0 references
Mersenne number
series ordinal
127
defining formula
2
127
−
1
{\displaystyle 2^{127}-1}
0 references
large number
0 references
significant event
largest known prime number
start time
10 January 1876
Gregorian
end time
1951
follows
67280421310721
followed by
Ferrier's prime
0 references
discoverer or inventor
Édouard Lucas
0 references
time of discovery or invention
10 January 1876
Gregorian
subject has role
largest known prime number
0 references
numeric value
170141183460469231731687303715884105727
0 references
number of decimal digits
39
0 references
proved by
Édouard Lucas
1 reference
point in time
1876
prime factor
M127
0 references
Identifiers
Google Knowledge Graph ID
/g/119pgjt1_
0 references
Sitelinks
Wikipedia
(2 entries)
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frwiki
170 141 183 460 469 231 731 687 303 715 884 105 727 (nombre)
ruwiki
Двенадцатое простое число Мерсенна
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