Once Ever After

Once Ever After was one of Sierra's side projects. It is a collaboration with Crescentia who is the main artist for the project. There is a Walkthrough.

Official Synopsis
Everyone knows how the story goes: innocent, 18-year-old Red Riding Hood goes into the woods and is corrupted by the naughty, naughty Big Bad Wolf. Ingrid is the newest Little Red Riding Hood: she doesn't know what awaits her in the dark woods, but she knows that it seems exciting.

But Ingrid's world is only one of an infinite number of Tales, and those stories are starting to bleed over into one another. War is coming, and Ingrid doesn't even know what war is. Nothing will ever be the same, and the only weapon Ingrid has to face the changes is sexy fun.

Characters
Ingrid

Ulfina

Wilhelm

Hood

Fenris

Brunhilde

Frieda

Estra

Setting
The game takes place in a highly unusual setting: an infinite series of small pocket dimensions, each based around a fairy tale. There are many different types of dimensions, some cycling through the story before repeating while others go off the rails. The fundamental rules of reality change between dimensions... in some it is literally impossible to hurt another person and in others all of life is brutal and violent. Ordinarily people remain stuck in their home dimension but when they move between dimensions things get crazy.

Terminology and setting scope:
 * Tale: A single instance of a fairy tale. For example the Bangville that Ingrid is from.
 * Fable: All the dimensions based on a single fairy tale. For example all of the Tales based on Little Red Riding Hood.
 * Fable Cluster: All stories from a given culture. It is implied that there is an Arabic cluster (djinni) and a Chinese cluster (Fenris) so presumably all cultural stories exist somewhere.

It becomes harder to move between dimensions the larger the shift in scope. Individuals with magical items regularly move between established gates between Tales but moving between Fables is difficult. Some Tales are more "essential" than others and form the spine of a given region but there are implied to be infinite variations in between those.