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A jam submission

BOXitView game page

A little puzzle game, where you have to remove tokens, depending on their color and value.
Submitted by hatnix — 1 day, 8 hours before the deadline
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BOXit's itch.io page

Results

CriteriaRankScore*Raw Score
Gameplay#14.3334.333
Did you make it in 3 hours (put 5 by default)#15.0005.000
How much do you enjoy the game overall?#23.8333.833
Visuals#33.8333.833
Overall#43.5833.583
Audio#61.8331.833
How well does the game fit the theme?#82.6672.667

Ranked from 6 ratings. Score is adjusted from raw score by the median number of ratings per game in the jam.

How long was your dev time?
2:50 (since I took an old project to redo it in PICO-8, but it's still missing features)

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Comments

Jam Host(+1)

This is a really fun game! Glad to hear you're planning to keep working on it! 

Submitted(+1)

Wow. I really enjoyed playing this.

The only issue I'm having is that I don't see myself improving. 😢

But that's not the issue with the game, I just don't know how to properly strategize, at least not in this few matches I've had. The best score for me was 5 tokens.

But I really like the simplicity of the visuals.

Really nice job.

Can't write more comments, gotta go play more BOXit!

(+1)

Fun! Would love to see mouse support.

Developer(+2)

It will happen. When the TriJam rating is over and a winner is announced, then I will upload the update I'm currently working on. It will bring mouse support, sound effects and even a basic level editor.

Submitted(+1)

Pretty cool game. Is every starting position guaranteed to be solvable?

Developer

It's fully random, so not guaranteed to be solvable.
However, I believe every starting condition should be solvable. ;)

Submitted

If it is completely random then there is a possibility a starting position would be impossible. For example: The right half of the board is all grey 5 and the left side is all purple 1. You would never be able to merge the last two.

Developer

Every token is unique. 5 different colors and 5 different values, makes 25 unique tokens. Their position on the 5x5 grid is fully randomized. However, people in my Discord found a starting condition which would make even the first move impossible. :)

Someone else and me wondered the same and found one starting arrangement that is not solvable and slight variations of it where we aren't sure. We got that down to 2 tokens so far. I think the chance of getting an unsolvable one is very very slim, but we try to find out more conclusively.

(1 edit)

(Slight repost) I made a Boxit solver in JavaScript, and couldn't manage to find an unsolvable starting board after going through something like 10000 starting boards. The full space is 25!, which even when accounting for color exchanges (5!), symbol exchanges (5!), row exchanges (5!), column exchanges (5!), and transpositions (2) is still around 1.6e22, so my search has not been exhaustive by any means.

So, I would be pretty interested if there is, in fact, an unsolvable board :).

Edit: I have constructed an unsolvable board by hand ("fodwqbutimrgkexncvpjyshla"). Still, I wonder if there are other unsolvable boards apart from its reflections. Even better if they are unsolvable because it is impossible to get them down to one tile, not because it is impossible to move from the very beginning. (If this is the only group of unsolvable boards, then landing on it (1 in 1.6e22) would be equivalent to getting ~73 coin flips landing heads.)

Hatnix mentioned it today, very cool! I didn't come around to trying it yet.
I did construct a possibly unsolvable one by slightly modifying the unsolvable one (we had something similar to yours: https://ibb.co/6XDt3bx). Essentially what I did was exchange the two ones in the corners. We manually got it down to two tokens but not solve it yet.

Unless I messed up the board input, swapping the two ones in the corners makes that board solvable: https://ibb.co/wKTcHdp :)

(+1)

Awesome and challenging!!!