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7 s deluxe wild


Raress
Go to solution Solved by Purps,

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@Raress

A full line of 7's pays $64 with a $0,40 bet ( should be same ratio with pounds )

You have two winning lines there:

1. 7-7-7-wild = One wild on a winning line multiplies the line win by 2, so 2 * $64 = $128

2. 7-wild-7-wild = Two wilds on a winning line multiplies the line win by 4, so 4 * $64 = $256

$128 + $256 =  $384 

 

Nice win, congrats 🙂

Edited by Purps
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@Purps

7-(7+wild)-7-wild 

need to be like this 

2 Lines ( 64+64=128)

2 Wilds = Everyting x 4 

128 x 4 = 516 

if i m wrong just let me know 


(((((1. 7-7-7-wild = One wild on a winning line multiplies the line win by 2, so 2 * $64 = $128

2. 7-wild-7-wild = Two wilds on a winning line multiplies the line win by 4, so 4 * $64 = $256))))

here is 2 separate hands 

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30 minutes ago, Raress said:

 

if i m wrong just let me know 

Well, yeah.

You will have to think of it as 2 separate win lines ( or hands as you said ), because of both winning lines having a different amount of wilds in them, the line win also has a different multiplier on this slot, like I already demostrated on the original reply.

I'm afraid that I don't really know how to explain it any better than what I already did 🥺

Edited by Purps
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