A la Decouverte des Contes / release re1tcn4x
A la Decouverte des Contes Philips CD-i, FR
- Game
- A la Decouverte des Contes
- Platform
- Philips CD-i
- Market
- FR
- Released
- 1994 (the title's first date on the platform)
- Publisher
- Philips Interactive Media
- Developer
- Edusoft
- Genre
- Educational
- Players
- up to 1
- Serial
- 8120138
- Media
- cd
- Class
- Commercial
Identified copies
Each is an entry of a dump list (No-Intro, Redump, MAME, FBNeo, the MAME software lists) or a copy a scan read. A copy is identified by its identity hash whatever its file is called or packed in: see Identify.
A la Decouverte des Contes (France) redump
- Identity
d5a4c3e29d08c72afdf897a3f869f9b9ce87a7f6sha1, 549,490,704 bytes- Serial
- 8120138
2 files
| File | Size | CRC32 | SHA-1 | MD5 |
|---|---|---|---|---|
| A la Decouverte des Contes (France).cue | 122 | a83150a1 | f222ce054a04ee667d2a9e7c80b8ffd35da48bca | aaf31e30a5102207c3f53911833b16e8 |
| A la Decouverte des Contes (France).bin | 549,490,704 | 635974e5 | d5a4c3e29d08c72afdf897a3f869f9b9ce87a7f6 | e5ace60338c2d5c1f7c36789558bf4b9 |
Evidence
Every fact above was resolved from these statements: highest tier first (1 the media itself, 2 the dump lists and MAME, 3 the press, 4 the web databases), then agreement.
9 statements
| Field | Value | Source | Tier | Joined by | Where |
|---|---|---|---|---|---|
| date | 1994 | launchbox | 4 | name | launchbox:420506 |
| date | 1994 | wikipedia | 4 | name | wikipedia:List of CD-i games@1360006426#row=3 |
| developer | Edusoft | launchbox | 4 | name | launchbox:420506 |
| developer | Edusoft | wikipedia | 4 | name | wikipedia:List of CD-i games@1360006426#row=3 |
| genre | Education | launchbox | 4 | name | launchbox:420506 |
| launchbox | 420506 | launchbox | 4 | name | launchbox:420506 |
| players_max | 1 | launchbox | 4 | name | launchbox:420506 |
| publisher | Philips Media | launchbox | 4 | name | launchbox:420506 |
| publisher | Philips Interactive Media | wikipedia | 4 | name | wikipedia:List of CD-i games@1360006426#row=3 |