Level 19

Nonocross Level 19 Answers - Avocado

7×7 grid · 35 of 49 cells · 71% density

Nonocross Level 19 Solution

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Picture: AVOCADO
Level 19 is a 7×7 nonogram. The solved picture is AVOCADO, with 35 filled cells out of 49 - 71% density. Rows 3, 6 are completely filled, giving 2 immediate entry points.
Fill density71%

Level 19 brings a 7×7 Avocado nonogram with 49 cells and 35 filled (71% density). The dataset average sits at 66%.

Row-by-row logic notes

Row Clue Filled Note
1 3 3 SYMMETRIC Row is its own mirror (palindrome). Any cell you fill implies its symmetric partner.
2 5 5 FORCED 3 cells forced (slack=2). Overlap the largest block against both ends to mark the guaranteed fill.
3 7 7 FULL ROW Entire row is filled (7 of 7). Immediate entry: fill all cells.
4 2, 2 4 SYMMETRIC Identical to row 5. Solve either one to know both.
5 2, 2 4 SYMMETRIC Identical to row 4. Solve either one to know both.
6 7 7 FULL ROW Entire row is filled (7 of 7). Immediate entry: fill all cells.
7 5 5 FORCED 3 cells forced (slack=2). Overlap the largest block against both ends to mark the guaranteed fill.

Frequently asked questions

  • What is the answer to Nonocross Level 19?
    The answer to Nonocross Level 19 is Avocado. The picture is drawn on a 7×7 grid with 35 of 49 cells filled (71% density). The full solved grid is shown above.
  • What grid size is Level 19?
    Nonocross Level 19 uses a 7×7 grid with 49 total cells. Of those, 35 are filled and 14 are empty.
  • Where do I start on Level 19?
    Rows 3, 6 are completely filled, giving 2 immediate entry points. Open the row-by-row logic table on this page for a labelled breakdown of every row.
  • How do I read the clues for Level 19?
    Each number on a row or column clue names a run of consecutive filled cells. For level 19, the grid has 7 row clues and 7 column clues. Multiple numbers in one clue mean multiple separate runs with at least one empty cell between them, in order.
  • What category is Nonocross Level 19?
    Level 19 does not carry a named category label in the puzzle data.

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