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Difference between revisions of "Category:Long number"

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(table without include-dpl)
 
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{{#dpl:
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<DPL>
|debug=0
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debug=0
|category=Long number
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category=Long number
|order=ascending
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ordermethod=sortkey
|ordermethod=sortkey
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order=ascending
|mode=userformat
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format={|class="wikitable sortable"\n!ID\n!Digits\n!Short\n!Long\n!Remark,\n|-\n|'''[[%PAGE%|%TITLE%]]''' || align="right" |{{%PAGE%-DI}} || [[%PAGE%-NS|{{%PAGE%-NS}}]] || [[%PAGE%-NL|{{%PAGE%-NS}}]] || {{%PAGE%-RE}},,\n¦}
|include={Long number} dpl
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</DPL>
|listseparators={¦class="wikitable sortable"\n!ID\n!Digits\n!Short\n!Long\n!Remark,,,\n¦}
 
|resultsheader=<b>There are %PAGES% Generalized Fermat numbers</b>:\n
 
}}
 
 
 
 
 
{| class="wikitable sortable"
 
!ID !! Digits !! Short !! Long !! Remark
 
{{!}}-
 
{{!}} '''[[:Long number:N1100000000007573954|N1100000000007573954]]''' {{!}}{{!}} align="right" {{!}} {{Long number:N1100000000007573954-DI}} {{!}}{{!}} [[Long number:N1100000000007573954-NS|{{Long number:N1100000000007573954-NS}}]] {{!}}{{!}} [[Long number:N1100000000007573954-NL|{{Long number:N1100000000007573954-NS}}]] {{!}}{{!}} {{Long number:N1100000000007573954-RE}}
 
|}
 
 
[[Category:Number]]
 
[[Category:Number]]

Latest revision as of 15:04, 28 June 2021

ID Digits Short Long Remark
N1100000000087307589 59 456355662672646375825993936521...15 456355662672646375825993936521...15 k-value of a Proth prime, see GF Divisor
N1100000000087319525 96 362128936829849024182024971631...07 362128936829849024182024971631...07 k-value of a Proth prime, see GF Divisor
N1100000000087323454 248 159228362311386950350933555659...03 159228362311386950350933555659...03 k-value of a Proth prime, see GF Divisor
N1100000000087329006 560 211746151341732855749827845293...53 211746151341732855749827845293...53 k-value of a Proth prime, see GF Divisor
N1100000000192999054 37 113764057256348108966419940016...51 113764057256348108966419940016...51 k-value of a Proth prime, see GF Divisor
N1100000000193629185 46 364043106721088096110224401181...97 364043106721088096110224401181...97 k-value of a Proth prime, see GF Divisor
N1100000000196352542 49 178418099781912795759637441764...17 178418099781912795759637441764...17 k-value of a Proth prime, see GF Divisor
N1100000000210342050 50 173532302104295945791330996991...99 173532302104295945791330996991...99 k-value of a Proth prime, see GF Divisor
N1100000000426032758 44 147839757915544940745524731796...11 147839757915544940745524731796...11 k-value of a Proth prime, see GF Divisor
N1100000000539036764 90 180862837289076606443765332362...87 180862837289076606443765332362...87 k-value of a Proth prime, see GF Divisor
N1100000001518351385 96 437137734571047980708665945596...51 437137734571047980708665945596...51 k-value of a Proth prime, see GF Divisor
N1100000002618011261 88 138139700146349586211941790195...83 138139700146349586211941790195...83 k-value of a Proth prime, see GF Divisor
N1100000007093479101 65 403134228128830952985966466566...11 403134228128830952985966466566...11 k-value of a Proth prime, see GF Divisor
N1100000007165879014 59 944207723645737248937443172626...27 944207723645737248937443172626...27 k-value of a Proth prime, see GF Divisor
N1100000007169890443 57 179203924150939068146905598610...05 179203924150939068146905598610...05 k-value of a Proth prime, see GF Divisor