#math cattos

Ve uses ve/it/they pronouns and its gender is "vector", without the quotes, not to be confused with the unrelated gender named "vectorgender", vir first pronoun set, "ve/vi" is also based on themself. Vir collar is a cartesian plane, since vectors are also located in it, also they have an arrow on top of its head, another nod to how vectors are sometimes represented with arrows. It believes that going around with a scooter makes them look "swag", also ve likes going around on their scooter really fast for fun. They love skateboards and scooters, due to them being used often in physics textbooks to demonstrate motion with vectors, however, sometimes ve's not careful and crash into people.

Vector

Eigenvector

Image goes here, I don't have an image of gen yet.

Ei uses ei/gen/vec/tors pronouns. Due to the nature of vec gender, vec gender deserves its own section here due to its length.

Vec distinct hairstyle is due to it resembling the notation of an eigenvector. Image below is from 3Blue1Brown.

Eigenvector's gender.

Vec gender is quite complex, but it's primarily described by "eigenvectorgender", which is a xenogender where one's gender is like an arrow that points in a direction and thus contains its own gender alignment, but isn't aligned to an existing gender, thus independent like an actual eigenvector. By logic, due to gen being an eigenvector, vec gender is also a nominalgender due to being unique to gen, but is also an auingender due to being autonomous in nature, and an eigengender due to not being influenced by anything. To put it short, vec gender is based on genself, *is* genself, isn't influenced by anything and is thus a literal eigenvector, too. In vec own words, "My gender is me, and only me". On the wiki, list vec gender as simply "eigenvector", without the quotes, instead of "eigenvectorgender" since, as ei said, "my gender is me". Vec pronouns are also clearly based on genself.

Personality and other things.

Ei have an extremely high self-esteem, however, ei're not selfish, ei're actually quite friendly, ei can act very blunt when bothered, though.

Vector and Eigenvector's kinship.

They are siblings due to being vectors, they also get along really well with eachother.