Who could paint Helot on a transparent background? She is llama. And I need it for my bio! Well, the reward just say what you would like. Here is picto please!

Who can do it?

Hi guys ^^'. I am just posting on behalf of my deer Aiyden. Its has come out to me that since he has matured a little more, he has become a very isolated and very with drawn stag. He barely interacts with anybody any more and I wanted to ask if one of you could help him. He has plenty of stag acquaintances and such, I was inquiring on a doe friend maybe? :3 he loves to entertain and make does laugh and he is such a gentleman with everyone. Its rare he spars and shows disrespect but when he does he may be protecting you or himself. C: please comment your thoughts on the subject and let me know if you would like to be his companion :3 thankehss:D

-Tehfloofeh

Me and this. . . somewhat familiar stranger resting.



Me and the stranger playing around at the Temple.



Playing around with the statues.



First encounter of the hour.

I've actually seen you around quiet a lot, you mystery stag. Who are you? My doe, Cerehn has taken an attraction to you.


[Sorry for the low quality. If anyone has any suggestions on making the quality higher, it'd be much appreciated.]

RP between Silver and I (:

Do you have to obtain it from an old game member? Is it special? Can you not obtain it anymore?

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Updates:madnessPhysical 99 - Mental 87 - Emotional 97

Cdi

Name: d
Gender: d
Age: d
Date of Birth: d
Mate: d
View: Deer TEF
Voice: #d
Shoulder height: d
Odor: d
Set: d
Home: d
ID: here
Temper: d

ХАРАКТЕРИСТИКИ

In mathematics, a complex torus is a particular kind of complex manifold M whose underlying smooth manifold is a torus in the usual sense (i.e. the cartesian product of some number N circles). Here N must be the even number 2n, where n is the complex dimension of M.

is a compact complex manifold. All complex tori, up to isomorphism, are obtained in this way. For n = 1 this is the classical period lattice construction of elliptic curves. For n > 1 Bernhard Riemann found necessary and sufficient conditions for a complex torus to be an algebraic variety; those that are varieties can be embedded into complex projective space, and are the abelian varieties.

Relations

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Relations

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