Nonocross Level 48 Answer
10x10 grid, reveals: Bee
Level 48 is a 10x10 grid with 54 filled cells out of 100. The easiest first move is Row 5: the clue 7 1 is long enough to fix cells in the middle. Most players finish it in about 12 minutes. Below is the full solved grid, followed by every logical step if you would rather solve it yourself.
Level 48 solved grid
Filled cells are shaded. The numbers are the row and column clues from the game.
Checked by the Cluekite solver against all 10 row and 10 column clues on 27 October 2026.
Step-by-step hints for Level 48
Press the button to reveal one step at a time. Each step fills or crosses out cells in a single row or column, in the order a careful player would find them.
- Step 1: Row 5 - the clue 7 1 leaves only 1 free cell, so the middle of each long block must be filled. (6 filled)
- Step 2: Row 6 - the clue 7 leaves only 3 free cells, so the middle of each long block must be filled. (4 filled)
- Step 3: Row 7 - the clue 7 leaves only 3 free cells, so the middle of each long block must be filled. (4 filled)
- Step 4: Row 8 - the clue 7 1 leaves only 1 free cell, so the middle of each long block must be filled. (6 filled)
- Step 5: Row 9 - the clue 7 leaves only 3 free cells, so the middle of each long block must be filled. (4 filled)
- Step 6: Column 2 - with the cells already marked, only one arrangement of 5 1 fits these positions. (1 filled, 1 crossed out)
- Step 7: Row 4 - with the cells already marked, only one arrangement of 4 fits these positions. (2 filled, 5 crossed out)
- Step 8: Row 9 - with the cells already marked, only one arrangement of 7 fits these positions. (2 filled, 1 crossed out)
- Step 9: Column 3 - with the cells already marked, only one arrangement of 8 fits these positions. (3 filled)
- Step 10: Row 3 - with the cells already marked, only one arrangement of 3 fits these positions. (5 crossed out)
- Step 11: Row 6 - with the cells already marked, only one arrangement of 7 fits these positions. (1 crossed out)
- Step 12: Row 7 - with the cells already marked, only one arrangement of 7 fits these positions. (1 crossed out)
- Step 13: Column 4 - with the cells already marked, only one arrangement of 7 fits these positions. (2 crossed out)
- Step 14: Column 5 - with the cells already marked, only one arrangement of 6 fits these positions. (3 crossed out)
- Step 15: Row 3 - with the cells already marked, only one arrangement of 3 fits these positions. (1 filled)
- Step 16: Column 2 - with the cells already marked, only one arrangement of 5 1 fits these positions. (1 filled, 2 crossed out)
- Step 17: Row 2 - with the cells already marked, only one arrangement of 3 fits these positions. (2 filled, 5 crossed out)
- Step 18: Row 7 - with the cells already marked, only one arrangement of 7 fits these positions. (2 filled, 1 crossed out)
- Step 19: Row 10 - with the cells already marked, only one arrangement of 5 fits these positions. (2 filled, 1 crossed out)
- Step 20: Column 6 - every block of 6 is already placed, so the remaining cells are empty. (1 crossed out)
- Step 21: Column 7 - every block of 6 is already placed, so the remaining cells are empty. (1 crossed out)
- Step 22: Column 1 - with the cells already marked, only one arrangement of 4 1 fits these positions. (2 filled)
- Step 23: Row 3 - every block of 3 is already placed, so the remaining cells are empty. (1 crossed out)
- Step 24: Row 4 - every block of 4 is already placed, so the remaining cells are empty. (1 crossed out)
- Step 25: Column 3 - with the cells already marked, only one arrangement of 8 fits these positions. (1 crossed out)
- Step 26: Row 10 - with the cells already marked, only one arrangement of 5 fits these positions. (1 filled)
- Step 27: Column 4 - with the cells already marked, only one arrangement of 7 fits these positions. (1 filled)
- Step 28: Row 10 - with the cells already marked, only one arrangement of 5 fits these positions. (1 filled, 2 crossed out)
- Step 29: Column 8 - with the cells already marked, only one arrangement of 3 2 fits these positions. (2 filled, 2 crossed out)
- Step 30: Row 5 - with the cells already marked, only one arrangement of 7 1 fits these positions. (1 filled, 2 crossed out)
- Step 31: Column 10 - every block of 1 is already placed, so the remaining cells are empty. (3 crossed out)
- Step 32: Row 1 - with the cells already marked, only one arrangement of 2 fits these positions. (1 filled, 1 crossed out)
- Step 33: Column 2 - every block of 5 1 is already placed, so the remaining cells are empty. (1 crossed out)
- Step 34: Row 6 - with the cells already marked, only one arrangement of 7 fits these positions. (1 filled, 1 crossed out)
- Step 35: Row 8 - with the cells already marked, only one arrangement of 7 1 fits these positions. (2 filled)
- Step 36: Row 9 - with the cells already marked, only one arrangement of 7 fits these positions. (1 filled)
- Step 37: Column 3 - every block of 8 is already placed, so the remaining cells are empty. (1 crossed out)
- Step 38: Row 1 - with the cells already marked, only one arrangement of 2 fits these positions. (1 filled)
Level 48 at a glance
- Grid size
- 10x10
- Filled cells
- 54 of 100 (54 percent)
- Longest clue
- 8 in Column 3
- Logical steps
- 38
- Picture
- Bee
- Difficulty
- Hard
- Other valid fillings
- no, the clues allow exactly one filling
The hidden picture

The finished grid draws: Bee.
Tips for 10x10 grids
Big grids reward patience. Do a full pass over all rows, then all columns, and only fill cells you can prove. On a 10x10 board a single crossed-out cell often unlocks a whole line, so mark empties as carefully as fills.
Where players go wrong on Level 48
- The longest line is Column 3 with the clue 8. The overlap rule fixes 6 of its cells before anything else; players who start elsewhere miss that head start.
- Row 1 has the fewest filled cells (2). Cross out its empty cells early; they keep the columns honest.
- The last line the logic finishes is Row 1. If you are stuck there, every other line is already done, so recount its clue 2.
Does your Level 48 look different? Email us with a screenshot and we will check it.