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Difference between revisions of "Williams prime PP 3"

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{{Williams prime
 
{{Williams prime
 
|WiBase=3
 
|WiBase=3
|WiMaxn=1000000
+
|WiMaxn={{GP|Proth prime 3 4|PMaxn}}
|WiDate=2019-07-28
+
|WiDate={{GP|Proth prime 3 4|PDate}}
|WiReserved=Matthias Baur
+
|WiReserved=
|WiNlist=
+
|WiNlist={{Reuse Primelist|Proth prime 3 4|PNlist|1}}
1
+
|WiRemarks={{GP|Proth prime 3 4|PRemarks}}<br>{{C|red|<b>!!!DO NOT RESERVE!!!</b>}} This list is a reuse of {{NPr|4|3|n}}.
2
 
3
 
6
 
14
 
15
 
39
 
201
 
249
 
885
 
1005
 
1254
 
1635
 
3306;38701;C:Generalized Fermat
 
3522;38334;C:Generalized Fermat
 
9602;26459;C:Generalized Fermat
 
19785;18043
 
72698
 
233583;76322
 
328689
 
537918
 
887535
 
980925;126641
 
|WiRemarks=The {{OEIS|l|A005537}}
 
 
}}
 
}}
==History==
 
{{HistC|2019-12-07|1200000|Matthias Baur}}
 
{{HistF|2019-11-28|1154598|Matthias Baur}}
 
{{HistC|2019-07-28|1000000|Matthias Baur}}
 
{{HistF|2019-07-12|887535|Matthias Baur}}
 
{{HistF|2019-07-10|980925|Matthias Baur}}
 
{{HistC|2019-06-04|800000|Matthias Baur|518567}}
 
{{HistC|2018-12-06|600000|Matthias Baur}}
 
{{HistF|2005-11-29|233583|Boris Iskra}}
 
{{HistF|1996-12-01|19785|Chris Caldwell}}
 
{{HistF|1996-12-01|9602|Chris Caldwell}}
 
{{HistF|1992|3522|Chris Caldwell}}
 
{{HistF|1992|3306|Chris Caldwell}}
 

Latest revision as of 11:57, 13 July 2021

Current data

Base : 3
Count : 28
Max n : 1,500,000
Date : 2020-01-16
1, 2, 3, 6, 14, 15, 39, 201, 249, 885, 1005, 1254, 1635, 3306, 3522, 9602, 19785, 72698, 233583, 328689, 537918, 887535, 980925, 1154598, 1499606, 1936890, 2016951, 2143374
Remarks :
The sequence A005537 in OEIS
For all even n-values 4•3n+1 is a Generalized Fermat number.
!!!DO NOT RESERVE!!! This list is a reuse of Proth 4•3n+1.