#Industrial Washing Machine ejects random coins than ones inserted.
1 messages · Page 1 of 1 (latest)
omg i love that! it gives proper change like IRL :D.
(or at least drink vending machines work like that in my experience, idk about coin laundries)
I wonder if it's random or if it keeps track of what's in the machine already 🤔
and one would hope, then, that if you accidentally insert a rare coin it rejects it and doesn't exchange it...
If it's on purpose, that's neat bit of detail. But in a gameplay perspective, it can easily be exploited.
The rare coins just immediately get ejected.
exploited in what way? money value-wise it seems to eject the correct total value.
i suppose it could be useful if e.g. you need $1 coins for a quest. But it only works for dollar currency
Still. Seems a little bit of balancing issue. Also, it doesn't seem to guarantee giving you $1 coins. It sometimes turn those coins into the lower denomination at random.
My testing agrees with xanaphia so far. I inserted random coins and got back all $1 coins except for the last bit that was less than a dollar, but it matched the total on the screen.
Probably try inserting only coins that total to a $1 each and eject them
Yes, that ejects $1 coins. If I fill it with random coins for a total of $10.35, it spits out 10 $1, a quarter, and a dime.
Hm. Unless the devs confirm this is on purpose, I'll still keep this post up.
Hmm, I may have just found a save file that behaves similarly to what you described. Let me try this again.
Knew it. I wasn't going crazy.
I can get it to happen with as few as 4 dimes. It will return a dime and a quarter with a nickel left behind.
oh weird, mine just did the same with that $22.90 value, leaving 0.05 in the machine. I guess cos there's no 5c coin?
But it's still coming out the total value (including the 0.05 in the machine) is correct.
ditto with the 4 dimes
must be the way it divides out the largest denomination
i.e. $0.40 - 0.25 - 0.10 = 0.05
$22.90 - 22x$1 - 1x0.50 - 1x0.25 - 1x0.10 = 0.05
....but then again....
$1.05 comes out as = 1x0.50 + 1x0.25 + 3x0.10
...