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Difference between revisions of "Template:GFDivisor get m"
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{{#vardefine:nr|{{#explode:{{#arrayindex:list|{{#var:i}}}}|#|0}}}}{{#vardefine:i|{{#expr:{{#var:i}}+1}}}}{{#if:{{#pos:{{#var:nr}}|{{{2}}}}}|{{#vardefine:val|{{#replace:{{#var:nr}}|{{{2}}}|}}}}}} | {{#vardefine:nr|{{#explode:{{#arrayindex:list|{{#var:i}}}}|#|0}}}}{{#vardefine:i|{{#expr:{{#var:i}}+1}}}}{{#if:{{#pos:{{#var:nr}}|{{{2}}}}}|{{#vardefine:val|{{#replace:{{#var:nr}}|{{{2}}}|}}}}}} | ||
| − | }}{{#vardefine:a|{{#explode:{{{2}}}|,|0}}}}{{#vardefine:b|{{#explode:{{{2}}}|,|1}}}}[[Generalized Fermat number {{#var:a}} {{#var:b}} {{#var:val}}|GFN({{#var: | + | }}{{#vardefine:a|{{#explode:{{{2}}}|,|0}}}}{{#vardefine:b|{{#explode:{{{2}}}|,|1}}}}[[Generalized Fermat number {{#var:a}} {{#var:b}} {{#var:val}}|GFN({{#var:val}},{{#var:a}},{{#var:b}})]]</includeonly> |
Revision as of 09:13, 21 June 2021
Purpose
Returns the exponent of the xGFn of a given GF Divisor.
Usage
- Parameter 1: page name of GF Divisor
- Parameter 2: a,b-values comma delimited (as given in GF Divisor like "3,1,")
Examples
- {{GFDivisor get m|GF Divisor 3 209|2,1,}} gives 207, means Proth 3•2209+1 is divisor of Fermat 22207+1.
