It's the Romantasci you've been waiting for

This Divine Moonfire, book 2 in the Order of Shifters trilogy, is out. This exceptional series is about a trio of royal siblings who must uncover the truth about their elder sister's murder and fulfill an ancient prophecy that may save or destroy the galaxy. Read on to learn more:

In a galaxy full of secrets and shifters, how can you possibly know who to trust?

These Starborn Secrets

After the destruction of the rebellion that killed her eldest sister, Zeline Solost wants nothing more than peace. But when you're the galaxy's most infamous assassin and one of the heirs to the Galactic Order, peace isn't an option.

Wrestling with guilt over the lives she's taken, Zeline and her remaining siblings travel to the space station Starfire. But when the station falls under attack, Zeline must once again put on the mask of the Sword of the Order and eliminate any threats to her family's empire.

Forced to flee with a group of strangers, she vows to protect her siblings at any cost. But as strangers become family, she begins to realize there was more to her sister's death than she was told, and that perhaps the rebels aren't the villains she believed them to be.

This Divine Moonfire

The war has just begun.

Reeling from the truth about her sister’s death, Zeline Solost is forced to go on the run once more — but this time, she’s not alone. With the help of the Genesis crew, Zeline must find a way to stop the Galactic Order and rescue her brother.

Everything comes with a price.

Trained from birth to be the perfect Heir, Ander Solost has always known the cost of power — and love. It is a price he’s more than willing to pay, but when the line between enemy and friend blur, he must choose between his blood and his newfound family.

Magic is the balance.

Finally free to fight for the rebellion, Darci Solost is determined to see the Emperor and Empress fall — but Fate has a different plan. With the keys to the Otherworld now in play, Darci must embrace her magic or die.

Legends are infinite.