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Difference between revisions of "GF Divisor 3 209"

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|GFk=3
 
|GFk=3
 
|GFn=209
 
|GFn=209
|GFDate=1992
 
|GFDiscoverer=Harvey Dubner
 
 
|GFNumber=2468256835981809063232453773836025757474103798450369795022913537
 
|GFNumber=2468256835981809063232453773836025757474103798450369795022913537
 
|GFFDBid=1000000000002010233
 
|GFFDBid=1000000000002010233
 
|GFList=
 
|GFList=
2,1,207
+
2,1,207#1956#Raphael M. Robinson
3,1,207
+
3,1,207#1992#Harvey Dubner
3,2,206
+
3,2,206#1996#Anders Björn,Hans Riesel
4,3,207
+
4,3,207#1996#Anders Björn,Hans Riesel
5,1,208
+
5,1,208#1992#Harvey Dubner
5,2,208
+
5,2,208#1996#Anders Björn,Hans Riesel
5,3,208
+
5,3,208#1996#Anders Björn,Hans Riesel
5,4,208
+
5,4,208#1996#Anders Björn,Hans Riesel
6,1,203
+
6,1,203#1969#Hans Riesel
6,5,208
+
6,5,208#1996#Anders Björn,Hans Riesel
8,3,205
+
8,3,205#1996#Anders Björn,Hans Riesel
8,5,208
+
8,5,208#1996#Anders Björn,Hans Riesel
9,2,207
+
9,2,207#1996#Anders Björn,Hans Riesel
9,5,208
+
9,5,208#1996#Anders Björn,Hans Riesel
9,8,207
+
9,8,207#1996#Anders Björn,Hans Riesel
10,1,208
+
10,1,208#1992#Harvey Dubner
10,3,208
+
10,3,208#1996#Anders Björn,Hans Riesel
10,9,208
+
10,9,208#1996#Anders Björn,Hans Riesel
12,1,207
+
12,1,207#1969#Hans Riesel
12,5,208
+
12,5,208#1996#Anders Björn,Hans Riesel
 
|GFRemarks=
 
|GFRemarks=
 
}}
 
}}

Latest revision as of 14:55, 19 September 2021

Current data

Number : Proth 3•2209+1
Decimals : 2468256835981809063232453773836025757474103798450369795022913537<64>
FactorDB : ID: 1000000000002010233 / Formula: 3*2^209+1

Divides