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@@GP6778 If I figure out a method for it, possibly. I do recognise the name though, and yeah, interesting name for it

@@richartstudios Oh, I remember you suggesting that. I have thought about it, but unfortunately haven't had good ideas for choices currently for it, hence the second not existing yet. Also, I'll have to have a more concrete definition than last time, since some people were confused by it previously. I'll keep it in mind though.

@@maskedmystery5456 Yeah, finally got around to learning it. Took a few tries but I eventually got something down for it. Hope it is helpful

@@CybrrDoll yeah, haven't really had a schedule for a bit, mainly because I've only really used this channel for random ideas. Who knows, maybe I'll get into more of a rhythm if I know what I'm doing with this channel as a serious venture.

@@shotoffcool6689 Np :)

@@TachUDF I did consider it actually, will have a look at some point

@@rand06_ I see, nice to know, but I was trying to just show off possible ways of solving the module, and showing multiple solutions can be discovered, rather than aiming for an optimum every time.

@@folgo_ Tbh, I was more focussing on showing off the possible ways to solve this module, rather than the actual use of Karnaugh Maps, thanks though.

@@BCMGF1137YT Np :)

@@asrieldreemurr1856 Ah, ok, I didn't know what it was tbh 😅

If I get what you mean, the columns will represent the validity (T/F in regular venns) of the thing on the left side of a given logic statement, and rows being the left hand side. With more than 2 venn regions, say 3, normally one will be contained in parentheses. You can then take that whole part in brackets as 'A' or 'B' in a given expression to find what that needs to end up being, which you then evaluate the inside of that to get such output. This module builds on that and makes it so anything can have 3 different values rather than 2, but still somewhat functions in the same way. (Sorry if this wasn't helpful)

Do I understand correctly that individual abcd variables are initially true? And when considering the equation, we rely on the initial truth of abcd in order to understand where the zone is true, false and uncertainty?

​@@viahonlown6649Initially they're not any of them, you figure out what gives you the intended result, and then go inwards to any brackets to see how to get those to the output you need for the main statement

I think top left is correct, it's 3/9ths of a turn from right counterclockwise, which would be top left. Unless I've misunderstood it 😅

@@Axodeau Unfortunately I cannot send links to images and trying to explain it on an youtube comment is almost impossible but... Look up "circle with 3 slices", go to images, and get one where one of the lines is connected to the very top of the circle. Now go counterclockwise. The first line is 3/9, the second is 6/9, and the third (the one connected to the top) is 9/9, or.. 1, a full rotation. Do you understand what I'm trying to say?

@@Axodeau Nevermind, it starts on the right, not up, I am stupid

No worries, this is a very confusing mod with different reference points and directions

Indeed XD

​@@bivsvideos Yeah, I only remembered there was no black light when that happened XD. At least I also got to show off no blue too in the end :)

@@GaminRiolu that'll probably come around at some point. I've not really understood the manual myself tbh, so I doubt it'll be me 😅

Yeah, it did surprise me a little

Well, tbf, there is actually a lot more where these came from

@@Axodeau Wow! Already interesting

🇮🇹

I mean, if they want one 😅

@@Axodeau fine😊

The module was Codenames, and alike the actual card game of the same name, that specific word was the assassin's word, hence why it 'kills' the bomb.

If I come up with ones worthy, maybe I'll consider if

For the most part, yes

I'm not sure if I'll make a part 2 tbh

I guess I could, I wasn't having a good day when I deleted it, so I'll do it (it might have a different name though 😅)

Ah, right, that makes sense

Ah yeah, this is in a pack called 'Familiar Faces Modules 3'

@@Axodeau Thanks, i found it.

Ooooh, interesting

Ah, right. Didn't see that first bit, and oh yeah duh to the second bit. Thanks for the corrections.

Yippeeeeeeeeee