I've been trying different methods to fix my code but cant find the error. I keep getting $0\%$ or $100\%$ based on bricked or not bricked.

What we$$re trying to find is the conditional probability of$,$ given that you$$ve already drawn a valid hand that has a pokemon in it$,$ what are the odds that all of your rare candies got drawn in the $6$ prizes $($which $=$ bricked$)$

public void RareCandyDeck$()\{$

$$ resetDeck$()$;

$$ resetHand$()$;

$$ int totalDeckSize $=60$;

$$ int rareCandyCount $=4$;

$$ int pokemonCount $=$ totalDeckSize $-$ rareCandyCount;

$$

$$ for $($int i $=0$; i $<$ pokemonCount; i$++)\{$

$$ deck.add$($new Pokemon$("$pikachu$"))$;

$\}$

$$ for$($int i$=0$; i $<$ rareCandyCount; i$++)$

$\{$

$$ deck.add$($new Trainer$("$rareCandy$"))$;

$\}$

$$ Collections.shuffle$($deck$)$;

$$

$\}$

public void rareCandySimulator$()\{$

$$ for $($int i $=0$; i $<61$; i$++)\{$

$$

$$

$$

$$

$$ int notBricked $=0$;

$$ int bricked $=0$;

$$ int trials $=10000$;

$$

$$for $($int j $=0$; j $<$ trials; j$++)\{$

$$

$$ boolean validHand $=$ false;

$$ while $(!$validHand$)\{$

$$ resetHand$()$;

$$ resetDeck$()$;

$$ RareCandyDeck$()$;

$$ drawHand$()$;

$$

$$

$$ if $($isHandValid$())\{$

$$ validHand $=$ true;

$$ if $($deck$.$size$()>=7)\{$

$$ for $($int k $=0$; k $<6$; k$++)\{$

$$ prizePile.add$($deck$.$remove$(0))$;

$\}$

$\}$ else $\{$

$$ resetHand$()$;

$$ drawHand$()$;

$\}$

$$ int candiesinPrizePile $=0$;

$$ for $($Card card : prizePile$)\{$

$$ if $($card$.$getName$().$equals$("$rareCandy$"))\{$

$$ candiesinPrizePile$++$;

$\}$

$\}$

$$ if $($candiesinPrizePile $==4)\{$

$$ bricked$++$;

$$

$\}$ else $\{$

$$ notBricked$++$;

$$

$\}$

$\}$

$\}$