画質 高画質

Loving this illustration so far!!!
I dread painting those flowers but whatever, man.

thank you for lending me your face. Hihi.

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A Happy Belated Birthday to !!!!!!!!!🥺
Thank you for sticking up with me for 3-4 years🥺💕💕

Here's your wife, Cassandra

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음...
음...으음........

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The Portal
February 17, 2021
https://t.co/QYJtysoZOm

Now that the quantum superposition dark technologies are almost gone, the Tunnels of Set are almost gone also and implants are not quantumly entangled anymore.
This makes spiritual growth easier and implant clearing easier.

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Tangle the Lemur from Sonic the Hedgehog (IDW Comics)

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New art post!! Couldnt resist doing something based off of one of my favourite Disney films 🦊

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Rarely fanart of Gamora neither the animated series or that Tangled art style https://t.co/ESBDkR1uto

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HELLO!!!

My name is Hugo and I'm a 15 y/o I love Tangled + Varian and the Seven Kingdoms but I also like Infinity Train, Monkie Kid and, really, any cartoon!! 💕 I wanna continue graphic art and even character design!

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(5+/7+) by Illustrated by Lydia Corry

"Joyful, positive stories starring tiny little eco-warriors, the Tindims" , Expert Reviewer

Click to learn more about these little characters:
https://t.co/CZjUDM8c3r

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These are the ones I’m most excited to make! I have been rewatching the Tangled series and I still love it. I might like Cass a lot more than Raps actually... Should I make a Eugene one?

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Made a dress for a 1/3 scale doll based on concept art from an earlier, darker version of Tangled. Concept art by Claire Keane: https://t.co/ApvrsaPQEH

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1. cumplieron mi sueño de ver el equipo de
Sonic, Amy y Tails
especialmente por mi niña y mi niño💗💙
2.Tangle y Belle haciendo equipo en plan de rescate
? interesante pero y whisper y Jewel?
eso quiero ver 👀
3. Orbot y Cubot nuevamente :O :D i can´t wait https://t.co/bsyMA3cXSS

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cw // gore blood body horror

TangleFeather's male Wildclaw, Krane

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Azur, the clone assassin, would love to tangle with Zoma.

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I'm tired of this Earth, these people. I'm tired of being caught in the tangle of their Discourse.

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n-armed spiral tilings of trapezoids based on regular n-gons. When n = 4 the trapezoid becomes a rectangle. Note that n = 5 is unique in allowing two distinct ways of matching adjacent scaled tiles.

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