Case file LinkedIn Zip #502: 8×8 path puzzle, 8 checkpoint exhibits, 32 blocked edges. Full trace covers 64 cells. Hop summary: 1→2 (8 cells, R3C8→R5C7); 2→3 (13 cells, R5C7→R3C3); 3→4 (7 cells, R3C3→R6C6); 4→5 (9 cells, R6C6→R4C2); 5→6 (17 cells, R4C2→R1C1); 6→7 (6 cells, R1C1→R6C1); 7→8 (10 cells, R6C1→R8C8).
Board spotlight: Many blocked edges narrow your options early — map wall bottlenecks before tracing toward the next numbered checkpoint. Wall count 32 on 8×8 shapes which corridors stay open between numbered cells.
Exhibit 1: 1→2, 8 cells. 8 cells link checkpoint 1 at R3C8 to checkpoint 2 at R5C7 with open corridors (no walls on this segment).
Exhibit 2: 2→3, 13 cells. 13 cells link checkpoint 2 at R5C7 to checkpoint 3 at R3C3 with open corridors (no walls on this segment).
Exhibit 3: 3→4, 7 cells. 7 cells link checkpoint 3 at R3C3 to checkpoint 4 at R6C6 with open corridors (no walls on this segment).
Exhibit 4: 4→5, 9 cells. 9 cells link checkpoint 4 at R6C6 to checkpoint 5 at R4C2 with open corridors (no walls on this segment).
Exhibit 5: 5→6, 17 cells. 17 cells link checkpoint 5 at R4C2 to checkpoint 6 at R1C1 with open corridors (no walls on this segment).
Exhibit 6: 6→7, 6 cells. 6 cells link checkpoint 6 at R1C1 to checkpoint 7 at R6C1 with open corridors (no walls on this segment).
Exhibit 7: 7→8, 10 cells. 10 cells link checkpoint 7 at R6C1 to checkpoint 8 at R8C8 with open corridors (no walls on this segment).
Verdict: 64-cell Hamiltonian path satisfies checkpoint order and wall constraints. Case closed.