: Direct a "spaceship" (or icon) to a goal using a limited set of commands. Verified Solutions for Game 2 (Logic/Spaceship)
To successfully pass the check blocks monitored by the 42 evaluation system, implement these verified architectural strategies: Level-by-Level Tactical Patterns Phase 1: Linear Optimization (Levels 1–5) Simple grids with minimal direction changes.
: Many applicants note a significant difficulty increase around Level 12 or 13. If you hit a wall, stay calm; the school is often looking for your problem-solving process and persistence rather than a perfect score. Optimize Your Environment :
Move the character from the starting point to the destination tile using the fewest instructions possible. Verified Mechanics:
This guide breaks down the second online assessment for the admission process—the logic challenge often referred to as the "spaceship game". Unlike the first game, which focuses on memory, this stage tests your ability to solve complex spatial and logical problems without instructions. Mastering the 42 School Logic Game (Game 2)
[Level 1-5: Basic Loops] ----> [Level 6-12: Conditionals] ----> [Level 13-18+: Deep Recursion] (Fill F0, loop F0) (If Color X, Run F1) (Zig-Zag & Dual Functions) Levels 1 to 5: Linear Motion & Basic Loops
If you need to move forward until you hit a wall, your function should look like [Forward][F1] . This tells the robot to move once and then start the same function over again.
If you’re playing , you know each round tests your ability to combine numbers and operations to hit a target — often 42 itself. Game 2 usually introduces new constraints: limited moves, specific operators, or a “verify” step.
For those specifically aiming for École 42, focusing on algorithmic logic and modular thinking—breaking big problems into smaller functions—is the most effective way to secure a "verified" solution. Guide :: The Answer is 42: DON'T PANIC! - Steam Community
) that can contain instructions (forward, left, right, shift to , shift to
If the bot doesn't pass immediately, re-evaluate the transition logic between the colored squares. The solution requires thinking about state changes, not just linear commands. What Happens After the Games? Once you complete Game 2, your results are submitted.
