I got hooked on the idea of optimizing the design of Tight Spot Level 5 (hard), to see how far I could get. As the post says, it isn't really "hard" per se to clear the level, even on hard difficulty. So, it's more interesting to try and get as high score (coins) as possible.
This is the result:
Score
- Tight Spot Score.png (23.11 KiB) Viewed 4138 times
Base Design
Blueprint:
click for hires
- Tight Spot Base Design hires.png (14.54 MiB) Viewed 4058 times
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
I intend to cover some design details that I'm proud of in a few upcoming posts. If you’ve never tried Tight Spot, I recommend you try the scenario for yourself to see what score you can get before reading on.
I'm sure some of you can do better, and I’d be interesting to compare designs.
PS.
If you never tried the Tight Spot game mode or just want a reminder, it's about building a base to produce as much as possible of a predefined product on a small map with limited time and resources. This is what the map for the fifth (and currently final) level looks like:
- Tight Spot Level 5 map.png (1.38 MiB) Viewed 4118 times
- Tight Spot Level 5 product.png (4.62 KiB) Viewed 4118 times
- Tight Spot Level 5 items.png (103.45 KiB) Viewed 4117 times