Ep. 7: Die Nacht vor der Schlacht!

After finish watching a recording of the Rating Game between Sairaorg and Zephydor, the Occult Research Club are visited by Diodora Astaroth who offers to trade Bishop but was rejected by Rias. Before leaving, Diodora attempts to court Asia again, and was stopped by Issei, insults Issei calling him a filthy Dragon causing Asia to slap him. Diodora then announces that he will defeat Issei in the next Rating Game. On their way back from their client's request, Issei and Koneko are confronted by Vali and Kuroka who tells Issei to be careful of Diodora. Back at the Hyoudou Residence, heeding Irina's advice, the girls cosplay for Issei until a fight breakout between Rias and Akeno. Issei then informs Rias about his encounter with Vali. At his house, Azazel is seen contacting Sirzechs, discussing about Diodora's sudden increase in strength as they prepare for the worst case scenario. On the day of the Rating Game, Rias and her servants teleport to the Rating Game field as Azazel, Rossweisse and Irina does the same secretly. At the Rating Game field, Rias notices the irregularity of the match, as a group of Devils starts to emerge from magic circles, revealed to be the Old Satan Faction with Diodora being in cahoots with them. Diodora then proceeds to kidnap Asia and carries her away, while leaving the remaining Devils to dispose of the protagonists. (Source: Wikipedia)
Episoden
- Ep. 3 · Koneko trifft Kuroka wieder, während Loki die neue Allianz auf der Party herausfordert
- Ep. 4 · Die drei Fraktionen diskutieren über Loki, während die Partei Verstärkung sammelt und sich auf die bevorstehende Konfrontation vorbereitet.
- Ep. 5 · Der letzte Tag der Sommerferien!
- Ep. 6 · Das zweite Trimester hat begonnen!
- Ep. 7 · Die Nacht vor der Schlacht!
- Ep. 8 · Die Gremory-Gruppe konfrontiert Diodora Astaroth, um Asia Argento aus der Geiselsituation zu befreien
- Ep. 9 · Drache des Drachen!
- Ep. 10 · Die Okkultclub verschwindet?!
- Ep. 11 · Issei schwört, Rias zu retten und konfrontiert Vali in der Dimensionalen Lücke