How many cells must be filled in Level 27?

All 36 cells of the 6x6 grid must be occupied by cable paths.

Which colors are paired?

The visible endpoint pairs are red, yellow, teal, pink, purple, and orange.

I'm Not a Robot level guide

hard 7 colors

Connect the six colored endpoint pairs without crossings and fill every cell of the 6x6 grid before Verify.

If the player asks you to sign in, open the video on YouTube instead.

Map the endpoint pairs: red r1c1-r5c4, yellow r1c4-r3c2, teal r1c6-r3c4, pink r2c3-r3c3, purple r2c6-r6c6, and orange r5c3-r5c5.
Connect pink directly from r2c3 to r3c3.
Route red down the left side and around the lower-left bend into r5c4.
Route yellow through the upper-left path to r3c2, and teal through the upper-right path to r3c4.
Run purple down the right edge from r2c6 to r6c6.
Route orange around the bottom bend from r5c3 to r5c5.
Confirm that all 36 cells are colored with no crossing, then press Verify.

Colors in this level:

Red, Yellow, Teal, Pink, Purple, Orange, Blue

Board notes 5 details

Layout: A 6x6 dark grid contains red, yellow, teal, pink, purple, and orange endpoint pairs. The visible endpoints are red r1c1/r5c4, yellow r1c4/r3c2, teal r1c6/r3c4, pink r2c3/r3c3, purple r2c6/r6c6, and orange r5c3/r5c5.
Goal: Connect matching colors with non-crossing cable paths that occupy all 36 cells.
Opening: Map the endpoints from the top-left, lock in the short pink path, and keep the outside lanes available for the long edge routes.
Danger Zone: A connected pair is not enough: every dark square must be filled, and the cable paths cannot cross. Creator cards in the video are not board state.
Mechanics: A color-network flow puzzle where six same-color pairs must cover a 6x6 grid without crossing.

How many cells must be filled in Level 27?
All 36 cells of the 6x6 grid must be occupied by cable paths.
Which colors are paired?
The visible endpoint pairs are red, yellow, teal, pink, purple, and orange.