Dragon Cave

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Dragon pixel art

Welcome to Dragon Cave! Dragon Cave is an online adoptables game. Collect eggs, raise them to adulthood, and then breed them to cre­ate interesting lineages. New dragons are added regularly!

Viewing Dragon: She Who Lives in her Name

  • Stolen on:Dec 05, 2009
  • Hatched on:Dec 08, 2009
  • Grew up on:Dec 12, 2009
  • Overall views: 2,125
  • Unique views: 856
  • Clicks:27

Seasonal Dragons take on the characteristics of the season during which they are born. Thus, eggs that are laid in spring match the pink flowers and green buds of spring, and those that are laid in the summer grow to depict the bright green of the forest trees and the yellow of the sun. Eggs laid in autumn display the bright colors of leaves falling from trees, and those that are laid during winter take on the appearance of the icy snow.

Dragons are highly-intelligent reptilian creatures that—from a human perspective, at least—appear to live forever. Many different varieties of dragon exist, each with their own unique qualities, habitats, and behavior. Adolescence in dragons is usually marked by the growth of a hatchling’s wings, although not all breeds of dragons grow wings and some breeds have other traits that indicate the beginning of maturation. In Galsreim, dragons and humans coexist peacefully.

User Description

She who Lives in her Name was nicknamed the Principle of Hierarchy by those who could not get their minds around her name. A force for order within the caves of Malfeas, she leads a priesthood of other Seasonal dragons, marking the time in endlessly repeating patterns.

Within her personal cave, her feet, ever tracing the same walking meditations, have worn a path into the stone of the floor. Some say that She Who Lives in her Name has an agenda past keeping the peace through her own tranquillity; however, nobody has proved it. It's hard to prove anything about a dragon who refuses to engage save on her own ground, and spends all her days in meditation upon her name, and the possibilities an infinite statement composed of finite components.