Development
Dengeki Gakuen RPG: Cross of Venus was developed by Pegasus Japan, and published by ASCII Media Works. The CG artwork featured in the game was done by a team of graphic artists from Akabeisoft2. The music in the game is composed by Yūji Toriyama. The game's opening theme song, "Odyssey" (オデッセイ, Odessei?), is sung by Yuuka Nanri and the lyrics are written by Yūho Iwasato. The game was first released in Japan on March 19, 2009 in limited and regular editions. The limited edition was sold at nearly twice the price of the regular edition, and included with the game a set of four small super deformed figurines of Taiga, Shana, Kino, and Index. A book of short stories written by Dengeki Bunko authors entitled Dengeki Gakuen RPG Bunko (電撃学園RPG文庫?) was given as a special favor for reserving either game edition; each story is set at Dengeki Academy.
An enhanced remake was released on the Nintendo DS on February 10, 2011 titled Dengeki Gakuen RPG: Cross of Venus Special (電撃学園RPG Cross of Venus SPECIAL?) developed by the same team. This version features a whole new map layout, upgraded to 3D graphics instead of the previous 2D graphics. Other additions include: new dialogue and party conversation, three new sub-scenarios, gameplay balancing and a boss rematch mode.
Read more about this topic: Dengeki Gakuen RPG: Cross Of Venus
Famous quotes containing the word development:
“On fields all drenched with blood he made his record in war, abstained from lawless violence when left on the plantation, and received his freedom in peace with moderation. But he holds in this Republic the position of an alien race among a people impatient of a rival. And in the eyes of some it seems that no valor redeems him, no social advancement nor individual development wipes off the ban which clings to him.”
—Frances Ellen Watkins Harper (1825–1911)
“Men are only as good as their technical development allows them to be.”
—George Orwell (1903–1950)
“I hope I may claim in the present work to have made it probable that the laws of arithmetic are analytic judgments and consequently a priori. Arithmetic thus becomes simply a development of logic, and every proposition of arithmetic a law of logic, albeit a derivative one. To apply arithmetic in the physical sciences is to bring logic to bear on observed facts; calculation becomes deduction.”
—Gottlob Frege (1848–1925)