Connect the dots to find the path. Move the dots to draw a curve that passes all the gates. You will always find a path to a goal. All it takes is a little imagination. Just relax and play. Let's start your journey to lead the light.
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玩家人數024 小時 —
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遊戲資訊
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遊戲
發行日期2024年7月26日已在 Steam 上架 2 年
開發人員Y-Square Games G.K.發行商Y-Square Games G.K.類型獨立休閒
—成就—DLC3029480
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玩家數更新於 9月18日 上午10:53 UTC · 商店資料更新於 9月22日 下午12:04 UTC · 來源:SteamWebAPI
最低配備建議配備作業系統Windows 10—處理器SSE2 instruction set support—顯示卡Graphics card with DX10 (shader model 4.0) capabilities—記憶體2 GB RAM—儲存空間1 GB available space—
關於 multi-Path
In the world of lightness and darkness, Let's make a Path by connect the dots.
Move the dots to draw curve pass the gate.
May be multiple paths pass the gate.
Able to get pass all the gates in one path, or all take different paths.
Please make sure of each curve drawn by moving dots.
This game has many ways to move the points.
Sometimes move just one dot, or move several dots at once.
Symmetric moving, Manipulate the radius of the circle and more methods.
May be some dots that cannot be move.
You will always find a path to a goal.
No time limit so no need to rush.
All it takes is a little imagination.
Just relax and play.
Let's start your journey to lead the light. How to Play
The goal of this puzzle is passing all the gates using curves derived from lines that connecting points.
You have to do is to adjust curves by moving points.
You can play in a relaxed atmosphere. Controls
- Move points
Keyboard: WASD, Arrows
Game pad: Left stick
- Switch points
Keyboard: QE, ZC, Space
Mouse: Wheel
Game pad: LB/RB, L3
- Move a camera
Keyboard: Ctrl+WASD, Ctrl+Arrows
Mouse: Move
Game pad: Right stick
- Show Settings
Keyboard: Escape
Mouse: Middle button
Game pad: Start
Type of Points/h2]
- Move a point.
- Move two points with line symmetry.
- Move two points with point symmetry.
- Move multiple points by changing the radius and angle of the circle.
- Move multiple points by changing the center of the circle.
- A single fixed point.
- A pair of movable and fixed points.