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Function SUE description
Function SUE
Welcome to the world of maSUEmatics. Function SUE is a quirky, free‑form physics puzzle where you craft stages by drawing equations. The moment you sketch, your equation appears as a graph and instantly becomes part of the terrain. Those graphs transform into slopes, ramps, and jump platforms through which Sue rolls, obeying the rules of physics. You don’t need to be a math expert—this game isn’t about solving formulas, it’s about shaping playful physics and exploring how graphs behave in motion.
How you play is simple and tactile. Use the built‑in editor to write equations with only your mouse, and watch them materialize into the level as you draw. Rather than brute forcing solutions, you design paths and mechanisms by drawing your answers. The editor is intuitive, letting you experiment freely while staying accessible for players who aren’t strong in math. The result is a responsive, interactive playground where your ideas become the stage.
Each stage bursts with unique gimmicks and challenges. You’ll encounter gravity quirks, varying friction, bounce pads, drifting platforms, and a variety of obstacles that push your creativity. Every level presents a new concept to discover, encouraging you to iterate and refine your approach. Crucially, there is no single correct solution—solutions are limitless, and every player can find their own way to clear a stage.
- Drawn equations instantly transform into terrain you can use as slopes, ramps, and jump plates.
- Play with gravity, bounce, friction, and obstacles that shape how Sue traverses the world.
- Mouse‑only editing with an intuitive, built‑in editor—no heavy math knowledge required.
- Stages are rich with gimmicks and ideas, each inviting your own creative solution.
- No fixed path to victory: explore multiple routes and discover your personal approach.
Function SUE is ideal for players who love physics‑based puzzles, are curious about graphs or equations, enjoy solving puzzles with creative freedom, and prefer a calm, thoughtful pace. It invites experimentation, patience, and imagination, turning mathematics into a sandbox of expressive problem solving. Step into a world where drawing the path is part of the solution, and every stage invites a new, personal discovery.

