Dual! Parallel Trouble Adventure (1999)
Dual! Parallel Trouble Adventure (1999)
Network & Production Companies
Plot.
Kazuki experiences hallucinations of fighting robots that no one else can see, so he should have expected trouble when the most beautiful girl in school took an interest! But there's no way he could have expected to be waylaid by a mad scientist and thrown into a parallel world with robots, aliens, and a boarding house filled with beautiful girls! He may not make it home. He may get hurt. He may go insane. But at least he gets to drive the Robots!
Where to Watch.
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Cast & Crew.
Takayuki Yamaguchi
Kazuki Yotsuga
Rie Tanaka
Mitsuki Sanada
Joshua Seth
Kazuki Yotsuga
Michelle Ruff
Mitsuki Sanada
Sherry Lynn
D
Chie Nakamura
Yayoi Schwael
Wendee Lee
Mitsuki Rara
Ryusuke Ohbayashi
Ken Sanada
Kirk Thornton
Ken Sanada
Yuko Kobayashi
Akane Yamano
Barbara Goodson
Akane Yamano
Kenichi Ogata
Hiroshi Rara
Peter Spellos
Hiroshi Rara
Elisa Gabrielli
Ayuko Rara
Mika Doi
Ayuko Rara
Ryoka Yuzuki
Alice Sharome
Lenore Zann
Alice Shalom
Ai Uchikawa
D / Mena Fitzgerald / D / Mena Fitzgerald
Riva Spier
Kaoru Hayase
Yuko Kato
Ryla Phoenix
Nao Takamori
Kaoru Hayase
Masako Nozawa
Reika Nanjoin
Kenji Hamada
Masaki Yotsuga / Officer Shibata / Masaki Yotsuga / Officer Shibata
Kouichi Sakaguchi
Toshihiko Izawa
Media.
Details.
Release DateApril 8, 1999
Original Nameデュアル! ぱられルンルン物語
StatusEnded
Seasons1
Episodes14
Running Time30m
Genres
Last updated:
This TV Show Is About.
Scripted
mecha
parallel world
anime
robot
alien
Wiki.
Dual! Parallel Trouble Adventure (デュアル!ぱられルンルン物語, Dyuaru! Parare Runrun Monogatari) is a Japanese anime series animated by AIC and created by Masaki Kajishima, best known for the Tenchi Muyo! franchise. It was originally broadcast on Wowow from April to July 1999 and was licensed in the US by Pioneer LDC, later known as Geneon. In addition to the original TV run, an OVA special was added to conclude the series as a de facto "14th episode".
The title refers to the fact that the story takes place in two parallel universes, a concept loosely based on multiverse theory.
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