Random Thoughts

[Little lunch]

I'm more scared of potato peeler man.
His method of extermination is self explanatory.

[Angrboda]

Oh fuckall. I've been doing more lurking than posting lately, so there are a number of counter-arguments that I have simply not responded to. I don't know whether I feel up to doing so today, despite seeming to be a bit more vocal today, so I'll probably accept the attrition of letting those arguments slide.

[The Valkyrie]

Oh fuckall. I've been doing more lurking than posting lately, so there are a number of counter-arguments that I have simply not responded to. I don't know whether I feel up to doing so today, despite seeming to be a bit more vocal today, so I'll probably accept the attrition of letting those arguments slide.

Remember, when you can’t be bothered arguing any longer, that your opponent is still flammable.

That’s Yoda level wisdom right there!

😉

[Angrboda]

Regarding your account:

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[BrianSoddingBoru4]

Vatican City is conspicuous by its absence.

Boru

[Silver]

Not enough time to go through the pages of responses some of my threads are getting.

[Angrboda]

Shambala publications has sent me an advertisement alerting me to a series devoted to the core teachings of the Dalai Lama.

Just what I need in case I can't get my hands on some ipecac.

[Silver]

Even on mute, I can tell what annoying song they're dancing to on FB.

*scrolls past as quickly as possible*

[Angrboda]

Fuck, the blue jays have tied the game heading into the ninth. I was hoping for an easy sweep, but three runs in the eighth put an end to those hopes. I'm going to stuff my face with pizza and Pepsi in consolation tonight just because I can.

[Kernel Sohcahtoa]

My abstract algebra refresher is going well: I've covered groups, fundamental theorems of groups, cyclic groups, and subgroups. I credit this appreciation to undertaking the challenge of teaching myself real analysis (this gave me plenty of opportunities to tackle proofs and to think more abstractly/generally about mathematical ideas) and to spending a good amount of time teaching myself proof writing/reading in general.  I think that I will now tackle the chapter on congruences in my number theory text and then continue my refresher of abstract algebra.  I'd like to cover the equivalent of an introductory one semester course, which typically covers the following: groups, cyclic groups, subgroups, direct products, functions, symmetric groups, equivalence relations and cosets, counting the elements of a finite group, normal subgroups, homomorphisms, rings, and fields.