Resident Kobold Enthusiast

PFP by donitkitt, banner art by ceeberoni, 30, she/they/it, Main interests: Xenoblade series, PF2/Starfinder, Final Fantasy I reblog some NSFW art so minors DNI,

[keiitopop]

unironically me #tbh

[redbeardace]

[sunny-s1de-upp]

EVERYONE STAND FOR THE FAG 🫡🫡🫡

[sunny-s1de-upp]

FLAG FLAG I MEANT FLAG

[thatswhatsushesaid]

i'll stand for him too

🫡

[sugerblu]

been playing Pokemon Y and I want to draw my whole team!!! here's my starter, MAGO. I LOVE HIM

Drawing my Pokemon Y team. Here's my Lucario

[markrosewater]

Would it be okay to make cards representing named characters that aren’t legendary?

Strongly yes

Less strongly yes

I’m neutral on the topic

Less strongly no

Strongly no

Voting ended on16m

[dailymtgflavortext]

Alternatively, I'd be more happy to simply see fewer legendary creatures being printed.

But yes, let's not forget:

[phillip-bankss]

grug dont have to change!

[sceptixfakemon]

TAG YOURSELF WHAT'S YOUR FAVE MEDIEVAL HELMET

[sceptixfakemon]

i forgor but prints are here!!

[dmdog]

It lives in the arcade and leaves sticky little footprints on the linoleum. Naming it Gumble

[varanusniloticus]

Pet dragon 🐲 [by Ryoko Kui]

[undasura]

are you feeling it now amuro

[okthatsgreat]

here's a quiz i made so you can learn what type of fanfic character you would be <3333

[auveiss]

Uh oh turning into a dragon 🐉 For my @dreanzwolf 🥰

Art Tag | Websites

[zoesupreme]

well the thing is that's an extremely reasonable concern

[mxnrique]

HAPPY PRIDE

[vocalsynthtextposts]

watching over you

[targetedknowledge]

[markovchaingang]

physicists: think they know enough to be an authority in other fields

chemists: don't think they know enough to be an authority in other fields

biologists: aren't even sure they know enough to be an authority in their own firld

mathematicians: don't understand why you seem to think they'd ever want to leave the beautiful and pure realm of numbers and have anything to do with any other field

[onrtrp]

the set of ships is nonempty and finite

(any reasonable notion of) size induces a total order on the set of equivalence classes of ships of the same size

every nonempty finite total order has a maximum

there exists a ship that is no smaller than any other ship

QED