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Difference between revisions of "Proth prime 2 19683"

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(HistFs)
(add drive to primes)
 
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{{Proth prime
 
{{Proth prime
 
|Pk=19683
 
|Pk=19683
 +
|Pb=2
 +
|PCount=32
 
|PNash=1802
 
|PNash=1802
 
|PMaxn=4000000
 
|PMaxn=4000000
|PDate=2019-09-30
+
|PDate=2019-10-12
 
|PReserved=
 
|PReserved=
 
|PNlist=
 
|PNlist=
 +
1
 +
5
 +
8
 +
32;T:T
 +
50;T:T
 +
400
 +
536
 +
592
 +
676
 +
866
 +
1157
 +
1300
 +
1661
 +
1730
 +
2440
 +
7046
 +
9698
 +
16180
 +
16226
 +
22330
 +
26990
 +
206005
 +
238780
 +
278941
 
366665
 
366665
 
485845
 
485845
Line 14: Line 40:
 
2033900;129908
 
2033900;129908
 
2265896;129902
 
2265896;129902
|PRemarks=PrimeGrid did not search n < 300,000.
+
|PRemarks=
 
}}
 
}}
 
==History==
 
==History==
{{HistC|2019-09-30|4000000|PrimeGrid}}<ref>[https://www.primegrid.com/forum_thread.php?id=8778&nowrap=true#133392 Fermat Divisor Search - PrimeGrid forums]</ref>
+
{{HistC|2019-10-12|1-300000|Ravi Fernando|P#8783#133779}}
{{HistF|2019-09-09|2033900|Stefan Larsson}}
+
{{HistC|2019-10-08|300000-4000000|PrimeGrid Fermat Divisor Search|P#8778#133619}}
{{HistF|2019-09-08|1797997|Bill Michael}}
+
{{HistF|2019-09-09|2033900|Stefan Larsson,PrimeGrid Fermat Divisor Search}}
{{HistF|2019-09-07|1868828|Bill Cavnaugh}}
+
{{HistF|2019-09-08|2265896|Nick Merrylees,PrimeGrid Fermat Divisor Search|P#8778#132727}}
{{HistF|2019-09-07|2265896|Nick Merrylees}}
+
{{HistF|2019-09-08|1797997|Bill Michael,PrimeGrid Fermat Divisor Search}}
 
+
{{HistF|2019-09-07|1868828|Bill Cavnaugh,PrimeGrid Fermat Divisor Search|P#8778#132654}}
==References==
+
{{HistR|2019-09-06|PrimeGrid Fermat Divisor Search|P#8778#132597}}
<references/>
 

Latest revision as of 05:41, 17 May 2024

Current data

k , b : 19683 , 2
Type : 3
Count : 32
Nash : 1802
Max n : 4,000,000
Date : 2019-10-12
1, 5, 8, 32[1], 50[2], 400, 536, 592, 676, 866, 1157, 1300, 1661, 1730, 2440, 7046, 9698, 16180, 16226, 22330, 26990, 206005, 238780, 278941, 366665, 485845, 493846, 901745, 1797997, 1868828, 2033900, 2265896

Notes

  1. Twin n=32
  2. Twin n=50

History