Foolamancy

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(Moved table to Canon as it is laid out for us directly in the comic)
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It is suggested that chances to see through a veil are determined by the number of units veiled multiplied by the number of warlords looking. In Book 1 page 107 there are 11 warlords looking for "30 or so" units giving around 300 chances. A direct multiplication would give 330 chances for that particular stack to find 30 veiled units.{{erf|1|107}}
It is suggested that chances to see through a veil are determined by the number of units veiled multiplied by the number of warlords looking. In Book 1 page 107 there are 11 warlords looking for "30 or so" units giving around 300 chances. A direct multiplication would give 330 chances for that particular stack to find 30 veiled units.{{erf|1|107}}
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Another explanation for "330 chances" is that each warlord rolls once against each veiled unit that it might see.  If the roll is a success, that warlord sees that unit.  The chances of winning that roll would therefore still be unknown.
[[Category:Proposed Canon]]
[[Category:Proposed Canon]]
[[Category:Magic]]
[[Category:Magic]]

Revision as of 14:38, 8 May 2009

Contents

Canon

Class\Axis Erf Fate Numbers
[[{{{1}}}]]

Proposed Canon

Foolamancy is one of the three disciplines of the Magic class Eyemancy; it is aligned with the axis of Numbers.Erf-b1-p038aSame-site.PNG

Abilities

Known Foolamancers

Jack Snipe: in service to Gobwin Knob and previously Faq.

Speculation

It is suggested that chances to see through a veil are determined by the number of units veiled multiplied by the number of warlords looking. In Book 1 page 107 there are 11 warlords looking for "30 or so" units giving around 300 chances. A direct multiplication would give 330 chances for that particular stack to find 30 veiled units.Erf-b1-p107Same-site.PNG

Another explanation for "330 chances" is that each warlord rolls once against each veiled unit that it might see. If the roll is a success, that warlord sees that unit. The chances of winning that roll would therefore still be unknown.

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