31
11ΤΪΜ
f
8ΤΪΜ
Mersenne
9ΤΪΜ
oqf
3ΤΪΜ
Euclid
8ΤΪΜ
ρΆf
tΜzΒί
: 15
5ΤΪΜ
2Μ½]f
ΜfάΕΜ·
Ν6
8i\L(37)
8
16i\L(1F)
16
4ΤΪΜ
3n+1^Μf
( 31 = 2
2
+ 3~3
2
)
3ΤΪΜ
8n-1^Μf
( 31 = 7
2
- 2~3
2
)
2ΤΪΜ
24n+7^Μf
( 31 = 5
2
+ 6~1
2
)