Memeable Moments

[Loveless]

Playing both sides so you always come out on top.

 

[Loveless]

Valkyries after going down to Frostwood, not to help with the Demon Invasion but to kill local wild life.

 

[PalletTown]

Fire build with Flames Within

 

[Loveless]

Spoiler: Average Forum discourse:

 

[Dude_with_bad_english]

Quin's life be like:

Spoiler: Before meeting Champ

Spoiler: And after, forever

 

[Listo]

 

[PalletTown]

Komari Memes:

Reforge the Dying Star

(Credit to Loveless)


Credit to (Aury)


Credit to (Drac33)

Waiting for Komari pregnancy content

Credit to (Listo)

 

[Loveless]

 

[Karakara]

I do not get the context, but I understand the message.

 

[Loveless]

I do not get the context, but I understand the message.

Read Bleach, it's peak. It also has pretty good representation.

 

[Karakara]

When a Twink champ gets preggers.

 

[Loveless]

The Earth Elemental appearing on my screen for a split-second before I press the run button cause that fight is a snoozer:

 

[Kalnath]

Brint.jpg

Spoiler: Artist's Rendition

 

[FalconHalo]

 

[Triggerspear]

Tried to make a flork like kinu for this

 

[David1023]

Can anyone make/find some Arona stuff/memes, though I mostly play with a Sub-Arona in my party for my playthroughs.

 

[TheShepard256]

Tried to make a flork like kinu for this
[image]

To be fair, question 4 is at least modern high school level maths; I'm not sure it's even possible to always be able to exactly detemine the roots of an arbitrary 5th degree polynomial, let alone whether polynomials even existed back in antiquity. Though this particular instance is pretty easy to solve via factorisation; the answers are 1, -1, i, -i and -0.5, for those who were wondering.

 

[LeDoraggo]

To be fair, question 4 is at least modern high school level maths; I'm not sure it's even possible to always be able to exactly detemine the roots of an arbitrary 5th degree polynomial, let alone whether polynomials even existed back in antiquity. Though this particular instance is pretty easy to solve via factorisation; the answers are 1, -1, i, -i and -0.5, for those who were wondering.

Does that mean champ without the aproppiate background are dumdums or are ploynomials that hard? just wondering

 

[TheShepard256]

Does that mean champ without the aproppiate background are dumdums

Not necessarily (your Cunning score is a more reliable indicator of that), though some backgrounds definitely lean into intellectual pursuits more than others.

or are ploynomials that hard?

Depends on the degree (i.e. highest power of x) and whether or not it can be factorised; generally, higher powers are more difficult to solve exactly. IIRC, my own highschool education didn't go past any polynomials that weren't factorisable into 2nd degree or less, and I was in the advanced class. Plus, as I said before, I'm not even sure polynomials existed back in the times CoC2 is based off, so it's entirely possible not even the most well-educated people in Savarra would know what to do if confronted with one.