hacked By Lost32x 404crew hacked By Lost32x 404crew hacked By Lost32x 404crew hacked By Lost32x 404crew hacked By Lost32x 404crew hacked By Lost32x 404crew hacked By Lost32x 404crew hacked By Lost32x 404crew hacked By Lost32x 404crew
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JSPWiki v2.2.28
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Der Unterschied zwischen version 5 und version 4:
! Allgemeines
>> Das Stufensystem von Earthdawn ist erstaunlich gut gewählt. Tatsächlich entspricht die Stufe <<ungefährgenau>>
dem Durchschnittswert, den man mit den Stufen-Würfeln <<erreicht. erreicht>>
<<Der (Beweis?>>
<<Beweis Bei>>
<<findet gelegenheit,>>
<<sich eigentlich>>
<<in ganz>>
<<folgendem PDF [beweis-E[X].pdf]. Ergänzend: Um eine Stufe, bzw. den durchschnittlichen Wert, den man mit den Würfeln erziehlen kann, zu errechnen, nimmt man die höchste Augenzahl des Würfels, teilt diese durch 2 und addiert anschließend 1. 1W6 z.B.: 6/2+1= (Stufe) 4 einfach).>>
<<!StufentabelleBeweis>>
<<und in>>
<<Mindestwürfe
Stufentabelleder>>
<<und Datei>>
<<Mindestwürfe bis hin zur absurd hohen Stufe 350: "beweis-E[X].pdf">>
<<[https://docs.google.com/spreadsheets/d/1pXU-ZbDvegyCAfH4T_QRepXRpr8SYrGHHIHbMPRyj4g/pubhtml#]
! Wahrscheinlichkeit
Wie berechnet man die Wahrscheinlichkeit, mit Stufe x Wert y zu erreichen? Siehe hier: [http://de.scribd.com/doc/39031866/Earthdawn-dice-roll-probabilities]
Die folgende Tabelle gibt die Wahrscheinlichkeit an, mit einer gegebenen Stufe einen bestimmten Wert zu erreichen:
|__Wert\Stufe__|__1__|__2__|__3__|__4__|__5__|__6__|__7__|__8__|__9__|__10__|__11__|__12__|__13__|__14__|__15__|__16__|__17__|__18__|__19__|__20__|__21__|__22__|__23__|__24__|__25__|__26__|__27__|__28__|__29__|__30__|__31__|__32__|__33__|__34__|__35__|__36__|__37__|__38__|__39__|__40__
|__1__|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__2__|0,5|0,7|0,8|0,8|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__3__|0,5|0,3|0,5|0,7|0,8|0,8|0,8|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__4__|0,3|0,3|0,3|0,5|0,6|0,7|0,8|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__5__|0,3|0,2|0,3|0,3|0,5|0,6|0,7|0,8|0,9|0,9|0,9|0,9|1,0|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__6__|0,1|0,1|0,2|0,2|0,4|0,5|0,6|0,7|0,8|0,8|0,9|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__7__|0,1|0,1|0,1|0,2|0,3|0,4|0,5|0,6|0,7|0,8|0,8|0,9|0,9|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__8__|0,1|0,1|0,1|0,1|0,1|0,3|0,4|0,5|0,6|0,7|0,7|0,8|0,8|0,8|0,8|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__9__|0,1|0,0|0,1|0,1|0,1|0,2|0,3|0,4|0,5|0,6|0,7|0,7|0,8|0,8|0,8|0,8|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__10__|0,0|0,0|0,1|0,1|0,1|0,1|0,3|0,3|0,4|0,5|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__11__|0,0|0,0|0,0|0,1|0,1|0,1|0,2|0,3|0,3|0,4|0,5|0,6|0,6|0,7|0,7|0,7|0,8|0,8|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__12__|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,2|0,3|0,3|0,4|0,5|0,6|0,6|0,7|0,7|0,7|0,8|0,8|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__13__|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,2|0,2|0,3|0,3|0,4|0,5|0,6|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__14__|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,2|0,2|0,3|0,3|0,4|0,5|0,6|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__15__|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,2|0,2|0,3|0,4|0,5|0,5|0,6|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__16__|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,3|0,4|0,5|0,5|0,5|0,6|0,7|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__17__|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__18__|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,3|0,4|0,4|0,5|0,5|0,6|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__19__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,2|0,3|0,3|0,4|0,4|0,4|0,5|0,6|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__20__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,2|0,3|0,3|0,4|0,4|0,5|0,5|0,6|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0
|__21__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,2|0,2|0,3|0,3|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0
|__22__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,2|0,2|0,3|0,3|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,7|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|0,9|0,9|1,0|1,0
|__23__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,3|0,3|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,7|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|0,9|0,9|0,9
|__24__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,3|0,3|0,4|0,4|0,4|0,5|0,6|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|0,9|0,9
|__25__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,3|0,3|0,4|0,4|0,5|0,5|0,6|0,6|0,6|0,7|0,7|0,7|0,8|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9
|__26__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,3|0,3|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,7|0,7|0,7|0,8|0,8|0,8|0,8|0,9|0,9|0,9|0,9
|__27__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,3|0,3|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,7|0,7|0,7|0,8|0,8|0,8|0,8|0,9|0,9|0,9
|__28__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,3|0,3|0,3|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,7|0,7|0,7|0,8|0,8|0,8|0,8|0,8|0,9
|__29__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,3|0,3|0,4|0,4|0,5|0,5|0,6|0,6|0,6|0,7|0,7|0,7|0,7|0,8|0,8|0,8|0,8
|__30__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,3|0,3|0,3|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,7|0,7|0,7|0,7|0,8|0,8|0,8
|__31__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,3|0,3|0,3|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,6|0,7|0,7|0,7|0,8|0,8
|__32__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,3|0,3|0,3|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,7|0,7|0,7|0,7|0,8
|__33__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,3|0,3|0,3|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,6|0,7|0,7|0,7
|__34__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,2|0,3|0,3|0,4|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,6|0,7|0,7
|__35__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,2|0,3|0,3|0,4|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,6|0,7
|__36__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,2|0,3|0,3|0,4|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,6
|__37__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,3|0,3|0,3|0,4|0,4|0,4|0,5|0,5|0,5|0,6|0,6
|__38__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,3|0,3|0,3|0,4|0,4|0,4|0,5|0,5|0,5|0,6
|__39__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,2|0,3|0,3|0,3|0,4|0,4|0,4|0,5|0,5|0,5
|__40__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,2|0,3|0,3|0,3|0,4|0,4|0,4|0,5|0,5
|__41__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,2|0,3|0,3|0,3|0,4|0,4|0,4|0,5
|__42__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,2|0,3|0,3|0,3|0,4|0,4|0,4
|__43__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,2|0,3|0,3|0,3|0,4|0,4
|__44__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,3|0,3|0,3|0,3|0,4
|__45__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,3|0,3|0,3|0,3
|__46__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,2|0,3|0,3|0,3
|__47__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,2|0,3|0,3
|__48__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,2|0,3
|__49__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,2|0,2
|__50__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,2
|__51__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,2
|__52__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2|0,2
|__53__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,2
|__54__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1|0,1
|__55__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1
|__56__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1|0,1
|__57__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,1
|__58__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1
|__59__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1
|__60__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1
|__61__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1
|__62__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1
|__63__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1
|__64__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1
<<
----
Ergänzend: Um eine Stufe, bzw. den durchschnittlichen Wert, den man mit den Würfeln erziehlen kann, zu errechnen, nimmt man die höchste Augenzahl des Würfels, teilt diese durch 2 und addiert anschließend 1. 1W6 z.B.: 6/2+1= (Stufe) 4
>> Das Stufensystem von Earthdawn ist erstaunlich gut gewählt. Tatsächlich entspricht die Stufe <<ungefähr
<<!Stufentabelle
Stufentabelle
<<[https://docs.google.com/spreadsheets/d/1pXU-ZbDvegyCAfH4T_QRepXRpr8SYrGHHIHbMPRyj4g/pubhtml#]
! Wahrscheinlichkeit
Wie berechnet man die Wahrscheinlichkeit, mit Stufe x Wert y zu erreichen? Siehe hier: [http://de.scribd.com/doc/39031866/Earthdawn-dice-roll-probabilities]
Die folgende Tabelle gibt die Wahrscheinlichkeit an, mit einer gegebenen Stufe einen bestimmten Wert zu erreichen:
|__Wert\Stufe__|__1__|__2__|__3__|__4__|__5__|__6__|__7__|__8__|__9__|__10__|__11__|__12__|__13__|__14__|__15__|__16__|__17__|__18__|__19__|__20__|__21__|__22__|__23__|__24__|__25__|__26__|__27__|__28__|__29__|__30__|__31__|__32__|__33__|__34__|__35__|__36__|__37__|__38__|__39__|__40__
|__1__|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__2__|0,5|0,7|0,8|0,8|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__3__|0,5|0,3|0,5|0,7|0,8|0,8|0,8|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__4__|0,3|0,3|0,3|0,5|0,6|0,7|0,8|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__5__|0,3|0,2|0,3|0,3|0,5|0,6|0,7|0,8|0,9|0,9|0,9|0,9|1,0|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__6__|0,1|0,1|0,2|0,2|0,4|0,5|0,6|0,7|0,8|0,8|0,9|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__7__|0,1|0,1|0,1|0,2|0,3|0,4|0,5|0,6|0,7|0,8|0,8|0,9|0,9|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__8__|0,1|0,1|0,1|0,1|0,1|0,3|0,4|0,5|0,6|0,7|0,7|0,8|0,8|0,8|0,8|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__9__|0,1|0,0|0,1|0,1|0,1|0,2|0,3|0,4|0,5|0,6|0,7|0,7|0,8|0,8|0,8|0,8|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__10__|0,0|0,0|0,1|0,1|0,1|0,1|0,3|0,3|0,4|0,5|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__11__|0,0|0,0|0,0|0,1|0,1|0,1|0,2|0,3|0,3|0,4|0,5|0,6|0,6|0,7|0,7|0,7|0,8|0,8|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__12__|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,2|0,3|0,3|0,4|0,5|0,6|0,6|0,7|0,7|0,7|0,8|0,8|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__13__|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,2|0,2|0,3|0,3|0,4|0,5|0,6|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__14__|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,2|0,2|0,3|0,3|0,4|0,5|0,6|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__15__|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,2|0,2|0,3|0,4|0,5|0,5|0,6|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__16__|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,3|0,4|0,5|0,5|0,5|0,6|0,7|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__17__|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,2|0,2|0,2|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__18__|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,3|0,4|0,4|0,5|0,5|0,6|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__19__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,2|0,3|0,3|0,4|0,4|0,4|0,5|0,6|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0|1,0
|__20__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,2|0,3|0,3|0,4|0,4|0,5|0,5|0,6|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0|1,0|1,0|1,0
|__21__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,2|0,2|0,3|0,3|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|0,9|0,9|0,9|1,0|1,0|1,0
|__22__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,2|0,2|0,3|0,3|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,7|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|0,9|0,9|1,0|1,0
|__23__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,3|0,3|0,4|0,4|0,5|0,5|0,5|0,6|0,6|0,7|0,7|0,7|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|0,9|0,9|0,9
|__24__|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,0|0,1|0,1|0,1|0,1|0,1|0,2|0,2|0,3|0,3|0,4|0,4|0,4|0,5|0,6|0,6|0,6|0,7|0,7|0,8|0,8|0,8|0,8|0,9|0,9|0,9|0,9|0,9|0,9|0,9
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Ergänzend: Um eine Stufe, bzw. den durchschnittlichen Wert, den man mit den Würfeln erziehlen kann, zu errechnen, nimmt man die höchste Augenzahl des Würfels, teilt diese durch 2 und addiert anschließend 1. 1W6 z.B.: 6/2+1= (Stufe) 4
Zurück zu Earthdawn Wahrscheinlichksrechnung, or zur History der Seite.
Earthdawn (R) ist ein eingetragenes Warenzeichen der FASA Corporation. Barsaive (TM) ist ein Warenzeichen der FASA Corporation. Copyright (c) 2015 by FASA Corporation. Copyright der deutschen Ausgabe (c) 2015 by Ulisses Spiele GmbH, Waldems. www.ulisses-spiele.de. Diese Webseite unterliegt keiner Abnahme oder Genehmigung durch Ulisses Spiele oder FASA.