Welp, I guess it's finally time to retire my jacket. I keep fixing it and it keeps tearing in other places. I got four years out of it, which isn't terrible by modern standards, I suppose.

It turns out they still sell that exact same style of jacket, so maybe Santa will be nice to me this Christmas. In the meantime, I'll just have to fall back on my older coat and just layer sweaters and such underneath.

I use a giant #org-mode repisitory to keep myself organized. I synchronize this repisitory between multiple devices using #git because occasionally I'll find myself out without an internet connection and it's useful for merging when they fall out of sync.

To that end, I frequently find myself issuing the command git commit -am stuff, which makes me feel kind of dirty, but it's just the easiest thing to do.

Luckily no one but me will ever see this repisitory.

#VersionControlCrimes

notoriousGIT reshared this.

So I cancelled my YouTube Music subscription a while back. Interestingly enough, it still works without a paid subscription; they just add anti-features (i.e.: a ton of ads and the inability to navigate away from the app without stopping the music).

As it turns out, all these anti-features go away if you use it through a browser with an ad-blocker. I wonder how long it'll take them to lock that down.

in reply to Jonathan Lamothe

You could try package-build-create-recipe
It will need to be filled in, but if your headers are correct, with author, packages-required, version, etc.

Edit the recipe for your git. You'll be in recipe mode.
Saving it puts it in .../elpa/recipes/
Building it with C-c C-c will make a package and install it in your elpa..

That might teach you what you need.

It will automatically pick up .el and .texi files.
Not eld, but if you have some odd file, you can add the pattern to the recipe. I have an eld which is not in the list of automatic files.

See the contributing doc at GitHub Melpa.

I just accidentally dropped my Jinhao 10 #FountainPen and bent the nib slightly (at least it wasn't an expensive pen, right?).

I did my best to bend it back into shape by hand and oddly enough, I kind of like the way it writes now better than before.

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It's been brought to my attention that while #BuyNothing groups are pretty useful, they tend to exist mainly on Facebook. It'd be nice to have such a group for #WaterlooRegion here on the fedi as well.

I'd be happy to set one up, but if there's one that already exists, I'd rather use that than start from scratch. Is anyone aware of such a group here?

#KWAwesome #WRAwesome #Kitchener #Waterloo #Cambridge #Guelph

in reply to Jonathan Lamothe

FWIW, while I’m not what a # BuyNothing group talks about, the local KW Techs Slack team has a # buylocalandcanadian channel that has great recommendations for local and more-broadly Canadian products, and is focused mainly on independent businesses. It's a great resource, though obviously not fediverse.

Also FWIW, I’d love to see something similar here.

in reply to Jonathan Lamothe

ph

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Applying for a freelance transcription gig tomorrow (when I can hopefully go back on my ADHD meds (because I can't mix them with Tylenol Cold)). Hopefully it works out better than the freelance closed captioning job I had a while back, but time will tell.

Trying to find a way to earn some extra income that doesn't require a reliable car, which has become a big question mark.

reshared this

CW: nerdy observation that appeals to my inner twelve-year-old

I learned a while ago of the existence of old Soviet ternary computers and have been doing some reading about how a ternary computer would operate different from a binary one.

In a binary system, the smallest unit of data is the bit (binary digit). What would the smallest unit of data be in a ternary system?

in reply to Jonathan Lamothe

CW: nerdy observation that appeals to my inner twelve-year-old

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in reply to Jonathan Lamothe

CW: nerdy observation that appeals to my inner twelve-year-old

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in reply to Jonathan Lamothe

piecewise function definitions are a thing though, like the abs function for instance

abs(x) = x, for all positive x
abs(x) = -x, for all negative x

sqrt(x) = positive y, for all positive x
sqrt(x) = i * sqrt(-x), for all negative x

I also find arctan really weird, because it only works if you fiddle with the domain (yet it clearly does exist, and is useful)

I enjoy the unpleasant feeling I get when I realise that all maths is made up!

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