Go! Go! Loser Ranger!, Vol. 3
によって
Negi Haruba
まだ評価がありません
形式
ペーパーバック
ページ数
192
言語
英語
公開されました
Feb 21, 2023
出版社
Kodansha Comics
ISBN-10
1646515110
ISBN-13
9781646515110
説明
D and Hibiki Sakurama, unlikely allies in an ongoing war, discover a shared ambition that transcends their differences. As a monster and a Ranger, respectively, they navigate a world filled with challenges and adversaries, uniting for a cause that seems almost impossible. Their journey is filled with adventure, humor, and the occasional heartbreak, pushing them to explore the depths of their respective identities and beliefs.
Amidst battles and betrayals, D grapples with his monstrous nature while Hibiki seeks to redefine what it means to be a Ranger. Their developing friendship becomes a beacon of hope in a tumultuous landscape riddled with conflict. The stakes are high as they strategize to bring about an end to the war, testing their resolve and understanding of what it means to fight for peace.
As their journey unfolds, the duo encounters formidable foes and unexpected allies, each pushing them towards their ultimate confrontation. With comedic moments interspersed with serious undertones, their adventures highlight themes of acceptance, camaraderie, and the struggle for a brighter future in a world where friendship can bridge even the widest chasms.
Amidst battles and betrayals, D grapples with his monstrous nature while Hibiki seeks to redefine what it means to be a Ranger. Their developing friendship becomes a beacon of hope in a tumultuous landscape riddled with conflict. The stakes are high as they strategize to bring about an end to the war, testing their resolve and understanding of what it means to fight for peace.
As their journey unfolds, the duo encounters formidable foes and unexpected allies, each pushing them towards their ultimate confrontation. With comedic moments interspersed with serious undertones, their adventures highlight themes of acceptance, camaraderie, and the struggle for a brighter future in a world where friendship can bridge even the widest chasms.