Milim Nava – extra
Milim Nava – extra – 3D print model STL
3D Print File Format: STL
Milim Nava (ミリム・ナーヴァ, Mirimu Nāva) is a True Demon Lord and one of the most powerful characters in the anime and manga series “That Time I Got Reincarnated as a Slime” (Tensura Slime). She is known for her childish and playful personality, her immense destructive power, and her close friendship with the protagonist, Rimuru Tempest.
Appearance
Milim Nava has a youthful appearance, with long silver hair tied in twin tails and bright blue eyes. She wears a black Gothic dress that covers her body, and she is often seen carrying a large, god-grade sword. Despite being a Dragonoid, she resembles a human girl.
Personality
Milim Nava is a complex and multifaceted character. She is often described as being childish and playful, with a love for sweets and games. However, she is also incredibly powerful and destructive, capable of leveling entire cities with her powers. Despite her destructive nature, Milim is not inherently evil. She is simply a young and powerful being who has never had the opportunity to learn about the complexities of the world.
Relationship with Rimuru
Milim Nava and Rimuru Tempest have a close and unlikely friendship. Rimuru is one of the few people who is able to understand and control Milim’s destructive power, and he has helped her to learn about the world and develop her emotional intelligence. In turn, Milim is a loyal and devoted friend to Rimuru, and she is always willing to fight for him.
Role in “That Time I Got Reincarnated as a Slime”
Milim Nava is a major character in “That Time I Got Reincarnated as a Slime.” She plays a significant role in the story, and she is one of the most beloved and popular characters in the series.
Overall
Milim Nava is a complex and fascinating character who adds a great deal of depth to “That Time I Got Reincarnated as a Slime.” She is a powerful and destructive being, but she is also a kind and compassionate person. Her friendship with Rimuru is one of the most heartwarming aspects of the series.