PC上で Evan's Remains のための互換性のあるAPKをダウンロードしてください
| ダウンロード | 開発者 | 評価 | スコア | 現在のバージョン | アダルトランキング |
|---|---|---|---|---|---|
| ↓ PC用のAPKをダウンロード | Whitethorn Digital | 2 | 3 | 1.0 | 12+ |
| SN. | アプリ | ダウンロード | 開発者 |
|---|---|---|---|
| 1. |
Evan Marc: Retrospective
|
ダウンロード ↲ | AppDesigner.com |
| 2. |
Fatal Evidence: TheMissing |
ダウンロード ↲ | Big Fish Games |
| 3. |
Requiem for Erich Sann
|
ダウンロード ↲ | IndieFist |
| 4. |
Cinders Remain
|
ダウンロード ↲ | Nigel Mabandla |
| 5. |
Inside Dead
|
ダウンロード ↲ | NORDINE FAYCAL |
または、以下の PC (エミュレーター) 用の Evan's Remains APK をダウンロードしてください。
3 つの簡単な手順で、コンピューターで Evan's Remains.apk を使用する方法を説明します。
Evan's Remains iTunes上で
| ダウンロード | 開発者 | 評価 | スコア | 現在のバージョン | アダルトランキング |
|---|---|---|---|---|---|
| ¥490 iTunes上で | Whitethorn Digital | 2 | 3 | 1.0 | 12+ |
Years after a boy genius named Evan disappears, a bizarre letter arrives. Evan wants a girl named Dysis to come find him. As Dysis, you’ll need to solve an intricate series of puzzles to unravel the entire mystery—and bring Evan home. Evan's Remains is a mystery-thriller puzzle adventure about finding a missing boy: Evan. The game combines logic-based platform puzzles with narrative inspired by Japanese graphic adventure games. Evan, the genius boy, has been missing for years. One day, a letter signed by him is received, claiming he’s on an uninhabited island somewhere in the Pacific Ocean. Nobody knows why, but he asked specifically for a girl named “Dysis” to go and look for him. The player will take control of this girl, who we don’t know much about. As we follow Dysis’s adventure, questions will start to be answered little by little. All of the little puzzle pieces which seemed unrelated in the beginning will now begin to slowly fit together as the truth is slowly revealed. Every time the player solves from two to three puzzles, the story goes forward and new mechanics are introduced. The challenge of the puzzles lies in the player’s ability to figure out what do rather than solve challenges based on skill. As the difficulty curve increases, the puzzles become more complex by combining two or more previously introduced mechanics.
