LINKEDIN ZIP #277 ANSWER & SOLUTION
The official visual walkthrough for the December 19, 2025 LinkedIn game.
How to Solve LinkedIn Zip Game #277
Stuck on today's board? This LinkedIn Zip puzzle (December 19, 2025) challenges players to find the single continuous sequential path connecting all logic nodes without intersecting any drawn lines or black walls.
Given the tight grid constraints of 8 columns by 8 rows, this specific layout requires you to carefully plot your route multiple steps ahead. Guessing blindly leads to dead ends quickly. To guarantee your daily win streak, we've recorded the exact solution.
Skip the frustration and see the exact winning sequence for Zip No. 277 by watching our lightning-fast animated walkthrough!
Zip is LinkedIn's daily logic puzzle: a single continuous path must visit every numbered node in order without crossing itself or any wall. The December 19, 2025 board for game #277 ships a 8x8 grid with 12 sequential nodes and 26 wall segments — a typical mid-difficulty layout that most players solve in under a minute once they spot the safe corridor.
STEP-BY-STEP PATH WALKTHROUGH
The exact sequence of moves that solves LinkedIn Zip game #277 (December 19, 2025). Coordinates use R<row>C<col> notation — top-left is R1C1.
The 8x8 grid contains 12 numbered nodes connected by a single continuous path of 32 waypoints. The solution starts at R2C2 (node 1) and ends at R8C1 (node 12).
Show full move list (31 steps)
- #1R2C2 → R6C2(from node 1 to node 2)
- #2R6C2 → R6C3(from node 2)
- #3R6C3 → R5C3
- #4R5C3 → R5C4
- #5R5C4 → R7C4
- #6R7C4 → R7C2
- #7R7C2 → R8C2
- #8R8C2 → R8C6(to node 4)
- #9R8C6 → R7C6(from node 4)
- #10R7C6 → R7C5
- #11R7C5 → R4C5
- #12R4C5 → R4C3(to node 5)
- #13R4C3 → R2C3(from node 5)
- #14R2C3 → R2C4
- #15R2C4 → R3C4
- #16R3C4 → R3C5(to node 6)
- #17R3C5 → R2C5(from node 6)
- #18R2C5 → R2C7
- #19R2C7 → R3C7(to node 7)
- #20R3C7 → R3C6(from node 7)
- #21R3C6 → R4C6
- #22R4C6 → R4C7
- #23R4C7 → R5C7
- #24R5C7 → R5C6(to node 8)
- #25R5C6 → R6C6(from node 8)
- #26R6C6 → R6C7
- #27R6C7 → R8C7
- #28R8C7 → R8C8
- #29R8C8 → R1C8(to node 10)
- #30R1C8 → R1C1(from node 10)
- #31R1C1 → R8C1(to node 12)
Watching the embedded YouTube Shorts video above shows this exact sequence animated frame-by-frame. Each move passes between adjacent cells (orthogonal neighbours) without crossing the path or any wall segment.
FREQUENTLY ASKED QUESTIONS
Common questions about solving LinkedIn Zip No. 277.
How do I solve LinkedIn Zip puzzle No. 277?
To solve LinkedIn Zip puzzle No. 277 from December 19, 2025, you must trace a single, continuous line that connects every numbered node in ascending chronological order. You cannot cross your own path or pass through the solid black walls scattered across the grid. The easiest way to learn the exact sequence is to watch our dedicated animated video walkthrough!
What is the exact answer for the December 19, 2025 LinkedIn Zip game?
The solution path on the 8x8 board starts at cell R2C2 and ends at R8C1, traversing 32 waypoints across the 12 numbered nodes and 26 wall segments. See the step-by-step move list further down this page, or watch the embedded YouTube Shorts walkthrough above to follow the path frame-by-frame.
How difficult is LinkedIn Zip puzzle No. 277?
Puzzle No. 277 is played on a 8x8 grid with 12 numbered nodes and 26 wall segments. Difficulty scales with grid size and node count — most solvers complete it in 1–3 minutes by planning routes ahead. The embedded video walks the exact path frame by frame.
What grid size is LinkedIn Zip puzzle No. 277?
LinkedIn Zip puzzle No. 277 uses a 8x8 grid — 8 columns by 8 rows. LinkedIn rotates daily puzzles across 5x5, 6x6, 7x7, and 8x8 layouts; today's board is the 8x8 variant.
Where can I play LinkedIn Zip myself?
LinkedIn Zip is a free daily logic puzzle by LinkedIn, available in the LinkedIn games hub at linkedin.com/games/zip. A new puzzle drops at midnight Pacific time every day — bookmark this site for the matching walkthrough.
MORE 8x8 PUZZLES
Other LinkedIn Zip games on the same grid size — pick another walkthrough.