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Difference between revisions of "Template:Leyland prime"

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Display of data for Leyland primes/PRP.
 
Display of data for Leyland primes/PRP.
  
==Calling==
+
The categories [[:Category:Leyland prime P|Leyland prime P]] or [[:Category:Leyland prime M|Leyland prime M]] are set by default.
 +
 
 +
Notes:
 +
:The sign is derived from the page title.
 +
::"Leyland prime P 21 12" will create a page for the number 21^12 + 12^21.
 +
::"Leyland prime M 21 12" will create a page for the number 21^12 - 12^21.
 +
:If "LeProver" is given, the number is categorized in [[:Category:Leyland prime P proven|Leyland prime P proven]], else [[:Category:Leyland prime P PRP|Leyland prime P PRP]] (or [[:Category:Leyland prime M proven|Leyland prime M proven]], else [[:Category:Leyland prime M PRP|Leyland prime M PRP]] for the minus side).
 +
 
 +
==Prototype==
 
<pre>
 
<pre>
 
{{Leyland prime
 
{{Leyland prime
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}}
 
}}
 
</pre>
 
</pre>
 
The categories [[:Category:Leyland prime P|Leyland prime P]] or [[:Category:Leyland prime M|Leyland prime M]] are set by default.
 
 
Note:
 
:The sign is derived from the page title.
 
::"Leyland prime P 21 12" will create a page for the number 21^12 + 12^21.
 
::"Leyland prime M 21 12" will create a page for the number 21^12 - 12^21.
 
  
 
==Example==
 
==Example==
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-->{{#vardefine:t|{{#switch:{{#var:type}}|M=-|P=+}}}}<!--
 
-->{{#vardefine:t|{{#switch:{{#var:type}}|M=-|P=+}}}}<!--
 
-->{{DISPLAYTITLE:Leyland {{#if:{{{LeProver|}}}|prime|PRP}} of the form {{#var:x}}<sup>{{#var:y}}</sup>{{#var:t}}{{#var:y}}<sup>{{#var:x}}</sup>}}<!--
 
-->{{DISPLAYTITLE:Leyland {{#if:{{{LeProver|}}}|prime|PRP}} of the form {{#var:x}}<sup>{{#var:y}}</sup>{{#var:t}}{{#var:y}}<sup>{{#var:x}}</sup>}}<!--
-->[[Category:Leyland prime {{#var:type}}|#......{{padleft:{{{LeDigits}}}|6}}]]|{{#vardefine:type|P}}}}
+
-->[[Category:Leyland prime {{#var:type}}|#......{{padleft:{{{LeDigits}}}|6}}]]<!--
 +
-->{{#if:{{{LeProver|}}}|<!--
 +
  -->[[Category:Leyland prime {{#var:type}} proven|#......{{padleft:{{{LeDigits}}}|6}}]]<!--
 +
  -->|[[Category:Leyland prime {{#var:type}} PRP|#......{{padleft:{{{LeDigits}}}|6}}]]}}<!--
 +
-->|{{#vardefine:type|P}}}}
 
==Data==
 
==Data==
 
{| class="primedata"
 
{| class="primedata"
| class="primetemplate" |
+
| class="primetemplate color-PrimeTemplate" |
 
  {|  
 
  {|  
 
   | align="right" | <b>Number :</b> || <div style="font-size:125%;font-weight:bold;">[http://factordb.com/index.php?query={{{LeX}}}^{{{LeY}}}{{#switch:{{#var:type}}|M=-|P=%2B}}{{{LeY}}}^{{{LeX}}} {{{LeX}}}<sup>{{{LeY}}}</sup> {{#switch:{{#var:type}}|M=-|P=+}} {{{LeY}}}<sup>{{{LeX}}}</sup>]</div>
 
   | align="right" | <b>Number :</b> || <div style="font-size:125%;font-weight:bold;">[http://factordb.com/index.php?query={{{LeX}}}^{{{LeY}}}{{#switch:{{#var:type}}|M=-|P=%2B}}{{{LeY}}}^{{{LeX}}} {{{LeX}}}<sup>{{{LeY}}}</sup> {{#switch:{{#var:type}}|M=-|P=+}} {{{LeY}}}<sup>{{{LeX}}}</sup>]</div>
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|}{{#if:{{{LeRemarks|}}}|
 
|}{{#if:{{{LeRemarks|}}}|
 
{{{!}}  
 
{{{!}}  
{{!}} <div height="120%" style="background-color:SkyBlue;"><b>Remarks : </b></div> {{!}}{{!}} {{{LeRemarks}}}
+
{{!}} <div height="120%" class="color-PrimeTemplate"><b>Remarks : </b></div> {{!}}{{!}} {{{LeRemarks}}}
 
{{!}}}
 
{{!}}}
 
}}
 
}}
 
</includeonly>
 
</includeonly>

Latest revision as of 02:02, 17 May 2021

Description

Template: Leyland prime

Display of data for Leyland primes/PRP.

The categories Leyland prime P or Leyland prime M are set by default.

Notes:

The sign is derived from the page title.
"Leyland prime P 21 12" will create a page for the number 21^12 + 12^21.
"Leyland prime M 21 12" will create a page for the number 21^12 - 12^21.
If "LeProver" is given, the number is categorized in Leyland prime P proven, else Leyland prime P PRP (or Leyland prime M proven, else Leyland prime M PRP for the minus side).

Prototype

{{Leyland prime
|LeX=
|LeY=
|LeDigits=
|LeNr=
|LeFinder=
|LeFDate=
|LeProver=
|LePDate=
|LeProgram=
|LeRemarks=
}}

Example

{{Leyland prime
|LeX=1036
|LeY=5
|LeDigits=725
|LeNr=68706
|LeFinder=Paul Leyland
|LeFDate=2001-06-04
|LeProver=Andrey Kulsha
|LePDate=2001-Jun-5
|LeProgram=Titanix 2.1.0 (ECPP)
|LeRemarks=Test
}}

will create:

Data

Number :
Digits : 725
Leyland # : 68706
Finder : 2001-06-04 Paul Leyland
Prover : 2001-06-05 Andrey Kulsha
Program : Titanix 2.1.0 (ECPP)
Remarks :
Test