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

JTD Is Hiring One Or Two Assistants:

You must:

  • Be interested in fashion which should be reflected in the photography on your Tumblr.
  • Have your own sense of style.
  • Like working online.
  • Have decent knowledge of photography.
  • Be available to work between two and six hours per week.
  • Be minimum 15 years old with a bank account/Paypal account so that we can pay you. 

Please Direct Message Me me if interested. Thanks and I shall look forward to see what you’ve got. 

jtd-21  asked:

I'm that room that Steven asked about there were pink diamonds separate from the normal diamond symbol. I wonder why??

hmm, I don’t see any separate pink diamonds. Do you mean the diamonds within the larger diamonds, alternating with the four diamond symbol?

the diamonds look pretty colorless to me, like too altered by the lighting to be anything specific. If anything, the one in the first image looks white to me and the ones in the second look more yellow. But I dunno, might be my eyes and how they perceive color

jtd-21  asked:

Doesn't the new classroom gems short prove that the gems fuse into Alexandrite by all dancing together instead of having pearl and Amethyst first fuse into Opal and then having Opal fuse with Garnet?

We’ve known they can fuse either way for a bit actually, I beleive Matt confiremd it for us- it’s just like Gem math

Garnet + Opal = Alexandrite in the same way Garnet + Pearl + Amethyst = Alexandrite

Presumably Ruby + Sapphire + Pearl + Amethyst = Alexandrite 

There’s plenty of variations of how to add the Gems up to Alexnadrite, it doesn’t matter really what form they are in, but rather that they are present in some fashion to move forward to the fusion desired.

Although if you’re looking for more proof that Alexandrite is formed with Garnet, Amethyst and Pearl and not Garnet and Opal traditionally- the Steven Universe (level two canon) game “Attack the Light” also features the three key Crystal Gems dancing to form Alexandrite- no Opal involved.

-Attilee

oh my fuck i must be really slow on this but i just realized

remember how prismo said his wishes have a “monkey’s paw” thing going on– every wish he grants has a hidden consequence

at the end of JTD jake makes the lich wish “for finn and jake to return to ooo”, which seemed to have no awful consequences except jake being the only one to remember the alternate reality created by finn

but as a result the lich remains in the time room until the events of ‘wake up’

the lich woke up prismo and then murdered him

prismo’s death was the consequence to jake’s wish