"scientific" number display

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golfmiketango
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"scientific" number display

Post by golfmiketango »

This is straightforward and mostly stolen from xyzt's attractive number display recently posted to reddit. Assuming I have all the bugs worked out, it's a full-range binary+decimal numeric display with tick granularity. It has the following potentially useful properties:
  • Always shows you the value input on the wire 8 (or was that 7? Anyhow, a small-ish constant number of) ticks ago.
  • As in xyzt's original design, all digits illuminate simultaneously.
  • Jank-free
  • Simultaneous binary representation grouped into nibbles
  • Any color wire or variable accepted at big-power-pole terminal (or input "N" on red to left-hand combinator battery to save 1 tick)
  • Supports full range of circuit-network values (takes some doing since display uses absolute value representation which maxes out at (1UL<<31)-1; had to smuggle an overflow bit into the last digit via side-channel when the input is precisely 1L<<31 :shock:
Something like this is super helpful when trying to grok weird edge cases in circuits, i.e., the finer points of the bit math operations.
sumnummers.gif
sumnummers.gif (59.24 MiB) Viewed 1638 times
Click here to view ginormous gif in full ginormity
BP:

Code: Select all

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