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InitialsDiceBearhttps://github.com/dicebear/dicebearhttps://creativecommons.org/publicdomain/zero/1.0/„Initials” (https://github.com/dicebear/dicebear) by „DiceBear”, licensed under „CC0 1.0” (https://creativecommons.org/publicdomain/zero/1.0/)WO
Worx @lemmynsfw.com
Posts 17
Comments 543
Definitely a metaphor here
  • All units have line of sight and can move by themselves. Cows have less vision than sheep though. Since you start the game with four sheep nearby, it's common to eat two and use two for scouting. When the first two sheep run out, there's a celebration dinner for the second two sheep at home

  • What was using the internet in the early 2000s like?
  • One memory that sticks out is sneaking to the computer and loading up RuneScape. I waited about 10 minutes for it to load, then immediately felt guilty and shut the web browser before even logging in. Back then you had to pay for how much data you used so I hope it didn't cost too much

  • Books @lemmy.world Worx @lemmynsfw.com

    Can anyone name the John Grisham book about a large trial with someone trying to tamper with the jury?

    I think it's a tobacco trial. The main character is the wife of one of the jurors? I think the bad guy / big company is trying to buy the jurors out by using the services of the wife

    15

    First-time home buyers: how did you feel about getting a mortgage?

    An option for me to buy a house has come up very suddenly and it seemed like a good idea at first - but I look at a mortgage and think "that's 15 years I'll spend paying back, at absolute minimum. Probably more like 25 years" - how can I possibly plan that far in advance?

    So, how did you feel about getting a mortgage and seeing such a serious commitment stretch so far into the future? I'm mainly talking about the emotional side of things rather than financial

    49

    Clown applying makeup meme

    Cooking my dinner, best set a timer because I'm bound to forget it's in the over.

    Get bored and start reading book.

    Timer's done - I'll turn off the alarm and just finish the page.

    Ten minutes later ...Wait, what's that burning smell?

    5

    Van drivers: how do you merge onto dual carriageways?

    I've been driving a van for a couple of years now, but I'm much more used to driving a car. My van is heavier and has much less power than my car and I sometimes have trouble merging onto fast roads so I'm looking for any insight from more experienced van drivers.

    I don't have rear windows or a rearview mirror (only side mirrors) so visibility isn't always great. The van's also pretty slow, so I'm usually only going 50-60mph as I merge. This isn't a problem on motorways because the slip roads are so long I can plan my spot to merge easily enough. On dual carriageways where the slip roads can be really short, it feels like all I can do is put my foot down and hope. There's sometimes only a few seconds where the sliproad and main road are lined up such that I can see traffic in my mirrors, and by then I'm pretty much stuck at whatever speed my poor van has given with my foot to the floor.

    Bigger and heavier vehicles than mine merge safely all the time, so I must be missing something. I'm also fairly inexperienced with such slip roads because there are no examples near me. I only encounter them a couple of times a year.

    5

    Looking for songs similar to Kate Bush's Cloudbusting

    Looking for songs where there's a very definite, regular beat that's played by a non-percussion instrument. (piano counts as non-percussion for this particular request).

    5

    Why does [[Gix, Yawgmoth Praetor]] allow you to cast spells at instant speed but [[Xanathar, Guild Kingpin]] doesn't?

    The pertinent ruling is apparently

    608.2g: If an effect gives a player the option to pay mana, they may activate mana abilities before taking that action. If an effect specifically instructs or allows a player to cast a spell during resolution, they do so by following the steps in rules 601.2a-i, except no player receives priority after it's cast. That spell becomes the topmost object on the stack, and the currently resolving spell or ability continues to resolve, which may include casting other spells this way. No other spells can normally be cast and no other abilities can normally be activated during resolution.

    EDIT: the above rule is why you can cast spells with Gix. There's a ruling on Xanathar that says "Xanathar doesn't change when you can cast spells [...] You must still follow all normal timing rules"

    8

    My Name, My Life - Robbie Winsor

    Very fun, upbeat song about someone figuring out their life. I like this song a lot and it's one of the rare occasions where I feel the music video adds to the story in the song.

    1

    What does "next Saturday" mean

    Let's imagine it's currently Wednesday the 1st. Does "next Saturday" mean Saturday the 4th (the next Saturday to occur) or Saturday the 11th (the Saturday of next week)?

    98

    Playing neurodivergent NPCs

    Having diverse worlds and representing different types of people is a good thing. For something like skin colour, sexuality or gender it's very easy to just say that your character posseses those qualities because it doesn't necessarily change much about them. However, how do people feel about playing NPCs who are neurodivergent?

    The main example I'm thinking of is someone with Down syndrome. I don't have that lived experience to draw from because I don't have Down syndrome, but I also feel that these people (like all people) can be valuable members of society and I don't like to see them excluded. Therefore, I would want to see them in my fantasy worlds too. The problem is, I worry I'd mainly be falling back on stereotypes in a potentially harmful and offensive way.

    EDIT: I would especially like other neurodivergent people to chime in, of course. Personally I really like to see representation for my neurodivergence in D&D and other literature, but also it can really upset me when it's done badly and it's worse than nothing at all

    8

    Is it possible to prove the existence of supernatural entities?

    Let's say that it's scientifically proven that ghosts exist. Would they then stop being supernatural and become natural, thus making it impossible to ever have proof of the supernatural?

    53

    Language used in the 2021 film

    I was rewatching the film recently and again I was impressed by the use of language. In the training scene with Gurney, there was a direct quote from the book - "you're not in the mood for fighting? Wtf?" (Paraphrase). Most of the film also used Dune language. But I felt that when Paul and Jessica were alone in the desert, they stopped speaking "Dunish" and started speaking English. Did anyone else notice this / feel this way too?

    2

    Book recommendations that play with what it means to be a book

    I really love sci-fi novels and I read a lot of books. I read 2312 by Kim Stanley Robinson a while back and that book is particularly interesting to me. Rather than each chapter advancing the narrative of the story, there were occasional breaks where a chapter would have a list of semi-random words which just gave the vibe of what's happening, or some history of a scene, or a recipe for how to build an asteroid.

    There's another book that I have heard of but neglected to write the name down, where the reader of the book is a character within the book, and the narrator speaks directly to you (but not a choose-your-adventure style book).

    All of this got me interested in finding other books, preferably sci-fi or maybe fantasy, where the concept of being a book is played with and new ideas are tried. Any recommendations?

    62

    Smelter help

    TLDR: Please help me build a smelting array that doesn't get jammed with single pieces of stone / iron plates in the furnaces.

    I'm playing a ribbon world and I've designed an industrial smelter, where a train full of ores pulls in, everything is smelted, then the same train leaves with all the finished products.

    The problem is that furnaces get jammed with single stones or iron plates when I'm trying to make stone bricks or steel. I need all furnaces to empty completely so that they are ready for the next train which may hold different materials.

    I can read the incoming material from the train (and there will never be mixed materials on a single train) and set the stack size accordingly, but the stack size behaviour isn't exact - an inserter will grab only one item if only one item is available rather than waiting for a full stack. Maybe there's a mod to change this behaviour?

    Edit to add screenshot and blueprint

    Blueprint

    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