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(Adding lead and cleaning up notation)
(Adding table for Riesel even-n primes)
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==History==
 
==History==
−
{{HistF|2015-06-13|{{NRi|19401|3086450}}|Gary Barnes|403997}}
+
===Riesel===
 +
====Even {{Vn}}'s====
 +
The data file can be found [[:File:Liskovets-Gallot Riesel even.csv|here]].
 +
{{#get_web_data:url=https://www.rieselprime.de/z/images/2/23/Liskovets-Gallot_Riesel_even.csv|format=csv with header|delimiter=,|data=date=date,mforum=mforum,user=user,k=k,n=n}}
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<div style="width:38em; height:650px; overflow:auto;">
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{| class="wikitable sortable" style="height: auto"
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! data-sort-type="isoDate" class="fixhead" | Date
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! data-sort-type="text" class="fixhead" | Finder
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! data-sort-type="number" class="fixhead" | Number
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! data-sort-type="number" class="fixhead" | {{Vk}}
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! data-sort-type="number" class="fixhead" | {{Vn}}
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{{#for_external_table:<nowiki/>
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{{!}}-
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{{!}} style="text-align:right" data-sort-value={{{date}}} {{!}} {{HistLink|{{{date}}}|{{{mforum}}}}}
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{{!}} style="text-align:left" data-sort-value={{#vardefine:_x|{{#rpos:{{{user}}}|}}}}{{#sub:{{{user}}}|{{#expr:{{#var:_x}}+1}}}}, {{#sub:{{{user}}}|0|{{#expr:{{#var:_x}}}}}} {{!}} [[{{{user}}}]]
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{{!}} style="text-align:right" data-sort-value={{{k}}} {{!}} [[Riesel prime 2 {{{k}}}|{{Kbn|{{{k}}}|{{{n}}}}}]]
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{{!}} style="text-align:right" {{!}} {{{k}}}
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{{!}} style="text-align:right" {{!}} {{{n}}}
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}}
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|}</div>
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 +
====Odd {{Vn}}'s====
 
{{HistF|2011-07-29|{{NRi|148323|1973319}}|Max Dettweiler|267896}}
 
{{HistF|2011-07-29|{{NRi|148323|1973319}}|Max Dettweiler|267896}}
 
{{HistF|2008-12-03|{{NRi|30003|613463}}|Karsten Bonath|151777}}
 
{{HistF|2008-12-03|{{NRi|30003|613463}}|Karsten Bonath|151777}}
 
{{HistF|2008-05-22|{{NRi|6927|743481}}|Gary Barnes|134050}}
 
{{HistF|2008-05-22|{{NRi|6927|743481}}|Gary Barnes|134050}}
 +
 +
===Proth===
  
 
==Links==
 
==Links==

Revision as of 06:49, 31 March 2022

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CRUS Liskovets-Gallot is a Conjectures 'R Us (CRUS) subproject aiming to prove the Liskovets-Gallot conjectures, which relate to the smallest Riesel and Proth k-values, divisible by 3, with no primes for n-values of a given parity.

Explanations

Main article: Liskovets-Gallot conjectures

Status

Riesel values

Proth values

History

Riesel

Even n's

The data file can be found here.

Date Finder Number k n

[ERROR 2008-01-19] Jean Penné 2181•237890-1 2181 37890
[ERROR 2008-01-19] Jean Penné 6549•25076-1 6549 5076
[ERROR 2008-01-19] Jean Penné 8181•28018-1 8181 8018
[ERROR 2008-01-19] Jean Penné 8961•230950-1 8961 30950
[ERROR 2008-01-19] Jean Penné 11379•232252-1 11379 32252
[ERROR 2008-01-19] Jean Penné 12849•29788-1 12849 9788
[ERROR 2008-01-19] Jean Penné 14859•211228-1 14859 11228
[ERROR 2008-01-19] Jean Penné 15639•266328-1 15639 66328
[ERROR 2008-01-19] Jean Penné 16431•24198-1 16431 4198
[ERROR 2008-01-19] Jean Penné 17889•210628-1 17889 10628
[ERROR 2015-06-13] Gary Barnes 19401•23086450-1 19401 3086450
[ERROR 2011-06-02] Ian M. Gunn 20049•21687252-1 20049 1687252
[ERROR 2008-01-19] Jean Penné 21501•27286-1 21501 7286
[ERROR 2008-01-19] Jean Penné 26091•24198-1 26091 4198
[ERROR 2008-01-19] Jean Penné 26511•2167154-1 26511 167154
[ERROR 2008-01-19] Jean Penné 26601•246246-1 26601 46246
[ERROR 2008-01-19] Jean Penné 30171•276286-1 30171 76286
[ERROR 2008-01-19] Jean Penné 31431•216942-1 31431 16942
[ERROR 2008-01-19] Jean Penné 31749•25040-1 31749 5040
[ERROR 2008-01-19] Jean Penné 31959•219704-1 31959 19704
[ERROR 2008-01-19] Jean Penné 35259•210540-1 35259 10540

Odd n's

Proth

Links

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