This article lists the albums attributed to the anime and visual novel adaptations of Strawberry Panic!.
Shōjo Meiro de Tsukamaete is a single by Aki Misato released on April 26, 2006, in Japan by Lantis. The song "Shōjo Meiro de Tsukamaete" was the first opening theme to the anime Strawberry Panic!.
"Shōjo Meiro de Tsukamaete" – 4:08
"before" – 4:27
"Shōjo Meiro de Tsukamaete" (off vocal) – 4:08
"before" (off vocal) – 4:27
Himitsu Dolls is a single by Mai Nakahara and Ai Shimizu released on May 24, 2006, in Japan by Lantis. The song "Himitsu Dolls" was the first ending theme to the anime Strawberry Panic!.
"Himitsu Dolls" – 3:55
"Kajitsuteki Borderline" – 4:48
"Himitsu Dolls" (off vocal) – 3:55
"Kajitsuteki Borderline" (off vocal) – 4:48
Kuchibiru Daydream is a single by Aki Misato released on August 9, 2006, in Japan by Lantis. The song "Kuchibiru Daydream" was the second opening theme to the anime Strawberry Panic!.
"Kuchibiru Daydream" – 4:05
"true love?" – 3:54
"Kuchibiru Daydream" (off vocal) – 4:05
"true love?" (off vocal) – 3:54
Ichigo Tsumi Monogatari is a single by Mai Nakahara and Ai Shimizu released on August 23, 2006, in Japan by Lantis. The song "Ichigo Tsumi Monogatari" was the second ending theme to the anime Strawberry Panic!.
"Ichigo Tsumi Monogatari" – 4:21
"Venus Panic" – 4:12
"Ichigo Tsumi Monogatari" (off vocal) – 4:21
"Venus Panic" (off vocal) – 4:12
The Strawberry Panic! original soundtrack is the soundtrack to the anime version of Strawberry Panic! first released by Lantis on September 6, 2006.
Karei Naru Gakuen
Mayoikonda Shoujo
Uruwashiki Hito
Hirogaru Joukei
Yume no Mainichi
Koi no Joukei
Kibou
Itsumo no Fuukei
Kibou, Soshite Tokimeki he
Kanashiki Kako
Hiren
Hitori Setsunaku
Unmei
Kinchou
Utsukushiki Kyougaku
Kokoro no Fuukei
Kyoukai
Fui ni Semararete...
Cette page est générée automatiquement et peut contenir des informations qui ne sont pas correctes, complètes, à jour ou pertinentes par rapport à votre recherche. Il en va de même pour toutes les autres pages de ce site. Veillez à vérifier les informations auprès des sources officielles de l'EPFL.
The student will learn state-of-the-art algorithms for solving differential equations. The analysis and implementation of these algorithms will be discussed in some detail.
Explore les schémas implicites dans l'analyse numérique, en mettant l'accent sur les propriétés de stabilité et de convergence dans la résolution des équations différentielles.