28 965
contributi
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==Seconda generazione==
===Tipo===
Considerando questo [[
<div class="text-center flex flex-row flex-wrap flex-items-stretch flex-main-space-around width-xl-50 width-sm-100 roundy" style="background: #{{#invoke: css | horizGrad | type= normale }} padding: 0.2em;">
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{{statboxes|
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</div>
<math display="block">
\begin{align}
Introforza_{Tipo} & = 4 \times
& = 4 \times
& =
& =
\end{align}
</math>
Dal momento in cui il valore è uguale a
===Potenza===
<div class="text-center flex flex-row flex-wrap flex-items-stretch flex-main-space-around width-xl-50 width-sm-100 roundy" style="background: #{{#invoke: css | horizGrad | type= normale }} padding: 0.2em;">
<div class="width-xl-20 width-xs-100" style="padding: 0.2em;"><div class="roundy white-bg height-100" style="padding: 0.3em;">
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\begin{align}
Introforza_{Potenza} & = \bigg\lfloor \frac{5 \times (1 + 2 \cdot 1 + 4 \cdot 1 + 8 \cdot 1) + 2}{2}\bigg\rfloor + 31 \\
& = \bigg\lfloor \frac{5 \times (1 + 2 + 4 + 8)
& = \bigg\lfloor \frac{5 \times 15
& = \bigg\lfloor \frac{75
& =
& =
& =
\end{align}
</math>
Quindi significa che la potenza dell'Introforza di
<div class="text-center flex flex-row flex-wrap flex-items-stretch flex-main-space-around width-xl-50 width-sm-100 roundy" style="background: #{{#invoke: css | horizGrad | type= normale }} padding: 0.2em;">
<div class="width-xl-20 width-xs-100" style="padding: 0.2em;"><div class="roundy white-bg height-100" style="padding: 0.3em;">
{{#invoke: MiniSprite | static |
</div></div>
<div class="width-xl-80 width-xs-100" style="padding: 0.2em;"><div class="roundy white-bg height-100" style="padding: 0.3em;">
{{statboxes|
</div></div>
</div>
Introforza di tipo
===Considerazioni===
==Dalla terza generazione==
===Tipo===
Considerando questo [[
<div class="text-center flex flex-row flex-wrap flex-items-stretch flex-main-space-around width-xl-50 width-sm-100 roundy" style="background: #{{#invoke: css | horizGrad | type= normale }} padding: 0.2em;">
<div class="width-xl-20 width-xs-100" style="padding: 0.2em;"><div class="roundy white-bg height-100" style="padding: 0.3em;">
{{#invoke: MiniSprite | static |
</div></div>
<div class="width-xl-80 width-xs-100" style="padding: 0.2em;"><div class="roundy white-bg height-100" style="padding: 0.3em;">
{{statboxes|
</div></div>
</div>
</div></div>
<div class="width-xl-80 width-xs-100" style="padding: 0.2em;"><div class="roundy white-bg height-100" style="padding: 0.3em;">
{{statboxes|
</div></div>
</div>
<math display="block">
\begin{align}
Introforza_{tipo} & = \left\lfloor \frac{(1 \cdot
& = \left\lfloor \frac{(
& = \left\lfloor \frac{
& = \left\lfloor \frac{
& =
\end{align}
</math>
Quindi significa che il tipo dell'Introforza è [[
===Danno===
<div class="text-center flex flex-row flex-wrap flex-items-stretch flex-main-space-around width-xl-50 width-sm-100 roundy" style="background: #{{#invoke: css | horizGrad | type= normale }} padding: 0.2em;">
<div class="width-xl-20 width-xs-100" style="padding: 0.2em;"><div class="roundy white-bg height-100" style="padding: 0.3em;">
{{#invoke: MiniSprite | static |
</div></div>
<div class="width-xl-80 width-xs-100" style="padding: 0.2em;"><div class="roundy white-bg height-100" style="padding: 0.3em;">
{{statboxes|
</div></div>
</div>
<math display="block">
\begin{align}
Introforza_{Potenza} &= \left\lfloor \frac{(1 \cdot
&= \left\lfloor \frac{(
&= \left\lfloor \frac{
&= \left\lfloor \frac{
&= \lfloor
&=
&=
\end{align}
</math>
Quindi significa che la potenza dell'Introforza di
<div class="text-center flex flex-row flex-wrap flex-items-stretch flex-main-space-around width-xl-50 width-sm-100 roundy" style="background: #{{#invoke: css | horizGrad | type= normale }} padding: 0.2em;">
<div class="width-xl-20 width-xs-100" style="padding: 0.2em;"><div class="roundy white-bg height-100" style="padding: 0.3em;">
{{#invoke: MiniSprite | static |
</div></div>
<div class="width-xl-80 width-xs-100" style="padding: 0.2em;"><div class="roundy white-bg height-100" style="padding: 0.3em;">
{{statboxes|
</div></div>
</div>
Introforza di tipo
===Numero di Introforza possibili===
Dato che esistono 6 punti individuali che vanno da 0 a 31 (32 in totale), il numero di Introforza possibili dovrebbe essere 32<sup>6</sup>=2<sup>30</sup>, ovvero più di un miliardo di possibilità. Ma condideriamo due
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<div class="width-xl-20 width-xs-100" style="padding: 0.2em;"><div class="roundy white-bg height-100" style="padding: 0.3em;">
{{#invoke: MiniSprite | static |
</div></div>
<div class="width-xl-80 width-xs-100" style="padding: 0.2em;"><div class="roundy white-bg height-100" style="padding: 0.3em;">
<div class="text-center flex flex-row flex-wrap flex-items-stretch flex-main-space-around width-xl-50 width-sm-100 roundy" style="background: #{{#invoke: css | horizGrad | type= normale }} padding: 0.2em;">
<div class="width-xl-20 width-xs-100" style="padding: 0.2em;"><div class="roundy white-bg height-100" style="padding: 0.3em;">
{{#invoke: MiniSprite | static |
</div></div>
<div class="width-xl-80 width-xs-100" style="padding: 0.2em;"><div class="roundy white-bg height-100" style="padding: 0.3em;">
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