How to Beat Level 27 in I'm Not a Robot - Networking Challenge
TL;DR
- Objective: Complete Level 27 by connecting matching colored blocks while ensuring every square on the grid is filled.
- Steps: Plan connection paths, connect longest paths first, use edges effectively, fill all squares systematically.
- Verification: Successfully connecting all colors with complete grid coverage advances to Level 28.
- Risk: Lines cannot cross each other and no squares can remain empty when finished.
Level 27 presents the networking challenge, a logic puzzle where you must connect matching colored blocks while ensuring every square on the grid is filled.
The Networking Challenge
This level tests your spatial reasoning and strategic planning by requiring you to draw lines between same-colored blocks while filling every grid square without crossing lines.
Level 27 Networking Challenge
Step-by-Step Solution
Step 1: Analysis and Planning
Identify all color pairs and count total squares that need filling. Locate starting/ending points for each color and assess potential bottlenecks or conflicts.
Step 2: Strategic Connection Order
Start with longest required connections first, then handle corner connections, resolve central bottlenecks, and complete remaining short paths last.
Step 3: Execute Connections
Use grid edges for long connections to free up central space. Work systematically to ensure no squares are skipped and all colors are properly connected.
Connection strategy in progress
Common Mistakes to Avoid
- Starting with short connections: This blocks longer, more important paths
- Creating unreachable areas: Isolating sections of the grid prevents completion
- Ignoring square count: Every available square must be used in the solution
Pro Tips
- Use perimeter strategy: Run long connections along grid borders to maximize space
- Plan before executing: Visualize the complete solution before starting
- Work systematically: Complete one color at a time when possible
Frequently Asked Questions
Q: Why can't I connect all colors?
A: Check for isolated grid sections and ensure no lines are crossing each other.
Q: What if squares remain empty?
A: Extend existing paths or reroute connections through unused squares.
Q: How do I avoid crossing lines?
A: Plan paths that naturally avoid each other and use grid edges more effectively.
Summary
Successfully connecting all matching colored blocks while filling every square requires careful planning and systematic execution. Balance connecting colors with complete grid coverage.