Ace Of Aces Atari XE System Price Guide & Value
Also Available On
Details Ace Of Aces (Atari XE System)
- Console
- Atari XE System
- Genre
- Simulation
- Publisher
- Atari
Market Value Ace Of Aces
Price History Ace Of Aces
Market Value & Price Range: Ace Of Aces
How much is Ace Of Aces worth on Atari XE System?
The current price guide for this title is around $52.47 for a Complete (CIB) copy. For serious collectors, a brand new / sealed copy is valued at approximately $105.00. Graded copies (WATA/VGA) have been seen reaching $115.50 depending on the grade. This simulation title published by Atari remains a staple for any Atari XE System library.
Where to buy Ace Of Aces cheaper?
If you are looking where to buy Ace Of Aces cheaper, the best live offer currently starts at $34.95 for a Acceptable copy.
Buying Guide & Authenticity
Is Ace Of Aces a rare game?
Ace Of Aces on Atari XE System is a moderately common game. Its current $52.47 CIB value makes it accessible yet desirable. This is primarily an NTSC version (US or Japan). Import demand may influence its availability.
Description Ace Of Aces
Join forces with expert investigator Professor Layton and ace attorney Phoenix Wright in this unbelievable crossover adventure! Find out what new twists they bring to the courtroom as they solve puzzles and debunk witnesses' lies. Cross-examine multiple witnesses at the same time to uncover the mysteries of the magical city of Labyrinthia. In a medieval town where the people live in fear of witchcraft and those who wield it, Professor Layton and Phoenix Wright, along with their assistants Luke and Maya, join forces to face a perilous journey filled with harrowing mysteries that cannot be solved with mere logic. Investigate the city of Labyrinthia and gather information from its townspeople by solving puzzles, then prove your client's innocence in court. In new group cross-examinations, you'll pit one witness' testimony against another's to get the story straight, then literally rewrite history alongside the greatest puzzle-solving duo Labyrinthia has ever known.
