The Shadow Approaching Amuro
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Episode 813 (Int. Episode {{{int-episode}}}) | |||
Title: | The Shadow Approaching Amuro | ||
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Japanese title: | 安室に忍びよる影 (Amuro ni Shinobiyoru Kage?) | ||
Original airdate: | April 16, 2016 | ||
Broadcast rating: | 8.9% | ||
Filler case: | #255 | ||
Season: | 25 | ||
Manga source: | TV Original | ||
Cast: | Conan Edogawa Rei Furuya Azusa Enomoto Detective Boys Ai Haibara Ran Mouri Kogoro Mouri Vermouth Gin | ||
Case solved by: | Conan Edogawa | ||
Next Conan's Hint: | Sandwiches | ||
Director: | Yasuichiro Yamamoto | ||
Screenplay: | Takeharu Sakurai | ||
Storyboard: | Shigenori Kageyama | ||
Episode director: | Takanori Yano | ||
Animation director: | Seiji Muta (supervisor) Akio Kawamura | ||
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Opening song: | Hane | ||
Closing song: | Futari no Byōshin | ||
The Darkest Nightmare pre-story |
The Shadow Approaching Amuro (安室に忍びよる影 Amuro ni Shinobiyoru Kage ) is the 813th episode of the Detective Conan anime. This episode is a pre-story for movie 20, The Darkest Nightmare.
Contents
Cast
Case
Situation
One morning, while having breakfast at the Café Poirot along with Kogoro and Ran, Conan notices a strange, glum-looking customer sitting at a table, eating ham sandwiches instead of the regular breakfast selection and without having consulted the menu, which indicates him as a regular client. What makes the guest so peculiar is that he has his eyes constantly fixed on Tooru Amuro while he is working.
People
Resolution
Trivia
- This is the first TV original episode to feature Bourbon and Vermouth, and the second after Home of Beika's Grenier to feature Gin on background.
- In this episode, while discussing about the mysterious customer real identity, Conan and Rei also freely converse about the members of the Black Organization, which is the first such occurence since The Scarlet Return.
Gallery
See also
References
Episodes of Season 25 | ||
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Episode 965 • 966 • 967 • 968 • 969 • 970 • 971 • 972 • 973 • 974 • 975 • 976 • 977 • 978 • 979 • 980 • 981 • 982 • 983 • 984 • 985 • 986 • 987 • 988 • 989 • 990 • 991 • 992 |