- Screenshot 2023-12-11 144241.png (2.53 MiB) Viewed 1112 times
Features
- Vanilla compatible (I use the Text Plates mod but it's entierly optionnal)
- You may choose the display color
- The leading zeroes are automatically turned off
- The design is tileable
- It reads from a single value, you don't need to do any math
- Very compact (7x16 per digit)
- Easy to read from any distance
Blueprint
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
Note: lower the divider value in the clock combinator to make it go faster.
Design
The design is very simple AND stupid :- Each digit takes the number represented by the X signal
- Compute N = X % 10 to represent the current digit value and pass it down to the mapping layer
- Compute X = ( X - N ) / 10 and pass it to the left digit
- A mapping layer consisting of 10 constants combinators is used to determine which segment to light (A to M)
- A decider combinator decides whenever to let those signals go through (digit IS NOT a non-heading zero) or not (digit IS a heading zero)
- The "heading zero" information for the current digit is carried over the digit to the right as Z signal
- The leftmost digit recieves an addition Z signal count to mark it as the last digit