Not really if he also have mild autism

At least you are not actually inferior to others. That’s for me, I am ultimately inferior for real.

Same, I especially hate dreams of having friends, it saddens me

I’m sure Krafton will mess it up.

I thought this was taught in high school. Curriculums differ drastically between countries, don’t they?

The haskell examples look more like an arcane wizardry.

So I missed out on US nuclear stock? Damn

I mean the combinatorics and the imagery is nice.

Do you live in where I live, that sounds exactly like my country

I wish I can talk endlessly like that. Sometimes it feels as if I am nonverbal…

Topology on steroids with K-valued logic, nice

I’d say still risky. They might perpetuate the bubble for longer, which means high risk of forced covering at loss.

I am not familiar with this, would you share what country you are talking about?

Will they let go off the greed?

May I ask for an interesting archeological piece/story?

Agreed, guess this is unpopular opinion but palworld just looked like a copycat from the get-go, especially the capture mechanic. It is too similar imo.

Apparently since US is endorsing Israel, what Israel govt is doing is fully right and any opposition can be reduced to meaningless squabbles, smh (/s)

This one comment of 4 words triggers me so hard that it momentarily stumped me

When talking about vector space, you usually need the “scalar (field)”, and scalars need inverse to be well-defined.

So for integers, the scalar should be integer itself. Sadly, inverse of integers stops being an integer, from where all sorts of number theoretic nightmare occurs Instead, integers form a ring, and is a module over scalar of integers.

It is just to consider polynomials and functions as vectors, and apply our meager intuition on 3d spaces. By introducing norms (size), you recover the “size and direction” analogy.