Red Sonja: Age of Chaos #6S (Dynamite Entertainment 2020) Mike Hetrick Cover

Red Sonja: Age of Chaos #6S is the explosive, end-of-arc chapter fans have awaited. In a world where Kulan Gath's amulet powers could bend time itself, only Red Sonja stands between salvation and the collapse of reality. This is the ultimate clash: the She-Devil with a Sword faces Purgatori in a battle that will decide the fate of time.

Written by Erik Burnham with kinetic art from Jonathan Lau, and featuring a striking cover by Meghan Hetrick, this 32-page, full-color issue delivers high-stakes fantasy action that resonates with collectors and new readers alike.

• Epic showdown with time on the line: Time fractures as Sonja confronts her fiercest foe in a duel where every strike could rewrite history.
• Dynamic creative team: Erik Burnham’s tight storytelling pairs with Jonathan Lau’s bold, cinematic visuals, capturing Red Sonja’s ferocity and the eerie gothic energy of Purgatori.
• 6S variant edition: A coveted edition that stands out in any Red Sonja collection, paired with a standout cover by Meghan Hetrick.
• Perfect for crossover fans: A rare meeting of two legendary she-devils, blending mythic swordplay with supernatural horror for a fresh, gripping experience.
• Core payoff for the Age of Chaos arc: The central question—how the age of chaos ends—reaches its decisive moment in this issue.
• More than just action: Rich visuals, bold color work, and a tight narrative reward readers who follow the arc from start to finish.

Ideal for fans of bold sword-and-sorcery adventures, readers drawn to time-bending stakes, and collectors seeking a distinctive variant edition, this issue is a must-have for your Red Sonja library. It’s the kind of story that rewards rereads—each panel offering new weight as the mythos around Kulan Gath's amulet tightens its grip on fate.

Tip: read this issue in the context of the Age of Chaos saga to fully appreciate the escalating tension and dramatic conclusions, then rewatch Sonja’s decisions as time itself teeters on the edge of an irreversible end.