Sudoku Super Challenger Value Pack-4 - Penny Dell Puzzles - Free Printable

It looks like you've uploaded a Dell Sudoku Super Challenger puzzle, but the image appears to be partially cut off or obscured — particularly in the top-left corner and along the diagonal line that slices through the grid. As a result, some of the numbers are missing or not visible.

However, I can still help you solve this Sudoku puzzle if we can reconstruct what’s visible. Let's carefully extract the clues from the visible portion of the 9x9 grid.

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Step 1: Reconstruct the Grid

We’ll label the rows from 1 to 9 (top to bottom) and columns from 1 to 9 (left to right). Based on the visible clues, here is what we can determine:

```
Row 1: 4 _ _ | 8 _ _ | _ 1 _
Row 2: _ _ _ | 3 7 _ | _ 5 8
Row 3: _ _ 9 | 6 1 _ | _ 5 6
Row 4: _ _ 4 | _ _ _ | 5 _ 6
Row 5: _ 1 _ | 9 _ 8 | 2 7 _
Row 6: 8 _ _ | 4 5 2 | _ _ _
Row 7: 1 4 _ | _ _ _ | _ _ 2
Row 8: _ _ _ | _ 8 _ | _ _ _
Row 9: _ 6 3 | 4 1 _ | _ _ _
```

Note: Some cells are missing due to the image being cropped, especially in the top-left and top-center areas.

Let’s now try to deduce the missing clues based on typical Sudoku logic and the layout.

But wait — looking closely at the image, there is a diagonal line cutting across the puzzle from the top-right to the bottom-left. This might indicate that it's not a standard Sudoku, or perhaps it's a "Diagonal Sudoku" variant where numbers must also be unique along the two main diagonals.

But more likely, the image is partially hidden, so let's assume the visible part is all we have and try to fill in as much as possible.

---

Step 2: Focus on What We Can See

Let’s write out the full grid with known values:

```
Row 1: 4 _ _ | 8 _ _ | _ 1 _
Row 2: _ _ _ | 3 7 _ | _ 5 8
Row 3: _ _ 9 | 6 1 _ | _ 5 6
Row 4: _ _ 4 | _ _ _ | 5 _ 6
Row 5: _ 1 _ | 9 _ 8 | 2 7 _
Row 6: 8 _ _ | 4 5 2 | _ _ _
Row 7: 1 4 _ | _ _ _ | _ _ 2
Row 8: _ _ _ | _ 8 _ | _ _ _
Row 9: _ 6 3 | 4 1 _ | _ _ _
```

Now, let's identify the boxes (3x3 regions):

- Box 1 (top-left):
R1C1=4, R2C1=?, R3C1=?, R1C2=?, R2C2=?, R3C2=?, R1C3=?, R2C3=?, R3C3=9

- Box 2 (top-middle):
R1C4=8, R2C4=3, R3C4=6, R1C5=?, R2C5=7, R3C5=1, R1C6=?, R2C6=?, R3C6=?

- Box 3 (top-right):
R1C7=?, R2C7=?, R3C7=?, R1C8=1, R2C8=5, R3C8=5 → Wait! R2C8 = 5, R3C8 = 5 → Conflict!

Wait — R2C8 = 5 and R3C8 = 5? That’s impossible in Sudoku — same column, same number.

So either:
- The puzzle has a typo.
- Or we misread the image.

Let’s double-check the original image.

Looking again:

- Row 2: ends with "5 8" → So R2C8 = 5, R2C9 = 8
- Row 3: ends with "5 6" → So R3C8 = 5, R3C9 = 6

→ So R2C8 = 5 and R3C8 = 5 → both in column 8, which violates Sudoku rules.

That means either the puzzle is invalid, or we're misreading it.

But wait — could it be that the number 5 in row 3 is actually in column 7?

Let’s re-express the visible grid carefully.

From the image:

- Row 1: [4][ ][ ][8][ ][ ][ ][1][ ]
- Row 2: [ ][ ][ ][3][7][ ][ ][5][8]
- Row 3: [ ][ ][9][6][1][ ][ ][5][6]
- Row 4: [ ][ ][4][ ][ ][ ][5][ ][6]
- Row 5: [ ][1][ ][9][ ][8][2][7][ ]
- Row 6: [8][ ][ ][4][5][2][ ][ ][ ]
- Row 7: [1][4][ ][ ][ ][ ][ ][ ][2]
- Row 8: [ ][ ][ ][ ][8][ ][ ][ ][ ]
- Row 9: [ ][6][3][4][1][ ][ ][ ][ ]

So now, let’s list each cell:

| | C1 | C2 | C3 | C4 | C5 | C6 | C7 | C8 | C9 |
|-----|----|----|----|----|----|----|----|----|----|
| R1 | 4 | | | 8 | | | | 1 | |
| R2 | | | | 3 | 7 | | | 5 | 8 |
| R3 | | | 9 | 6 | 1 | | | 5 | 6 |
| R4 | | | 4 | | | | 5 | | 6 |
| R5 | | 1 | | 9 | | 8 | 2 | 7 | |
| R6 | 8 | | | 4 | 5 | 2 | | | |
| R7 | 1 | 4 | | | | | | | 2 |
| R8 | | | | | 8 | | | | |
| R9 | | 6 | 3 | 4 | 1 | | | | |

Now check column 8:
- R2C8 = 5
- R3C8 = 5 → conflict!

Same value in same column → invalid.

Unless... is it possible that R3C8 is not 5?

Wait — look at row 3: "9 6 1" in middle box, then "5 6" in last box.

So:
- R3C7 = ?
- R3C8 = 5
- R3C9 = 6

And R2C8 = 5, R2C9 = 8

So yes: Column 8 has two 5s: R2C8 and R3C8 → impossible.

Therefore, this puzzle as shown is invalid unless there's a mistake in reading.

Alternatively, maybe the number 5 in row 3 is actually in column 7, and the 5 in column 8 is something else?

But no — the image shows:

In row 3: after the middle box (which has 6,1), then the last box has "5 6" — so likely:
- R3C7 = 5
- R3C8 = ??
- R3C9 = 6

Wait — maybe R3C7 = 5, and R3C8 is blank?

But the image says: "...5 8" for row 2, and "...5 6" for row 3.

But let’s look again at the image:

The top-right region:

- Row 2: ... | _ 5 8
- Row 3: ... | _ 5 6

So if both have a 5 in column 8, that’s a problem.

But perhaps R3C8 is not 5, but the number is misread?

Wait — could it be that the 5 in row 3 is actually in column 7, and the 5 in column 8 is something else?

But the image shows:

- Row 2: ... | _ 5 8 → so R2C8 = 5
- Row 3: ... | _ 5 6 → so R3C8 = 5

Yes, both are in column 8.

This is a contradiction.

Unless the puzzle allows duplicates — but that would make it not a valid Sudoku.

So possibilities:
1. The puzzle has a typo.
2. We’re misreading the image.
3. It’s a different kind of puzzle.

But given the title “Dell Sudoku Super Challenger”, it should follow standard rules.

Let me consider: Is it possible that the green overlay hides some numbers, and the visible ones are correct?

Wait — the green background cuts diagonally across the grid. That suggests that only the bottom-right portion is visible, and the rest is covered.

But the top-left has some numbers visible: R1C1=4, R1C4=8, R1C8=1

And R2C4=3, R2C5=7, R2C8=5, R2C9=8

R3C3=9, R3C4=6, R3C5=1, R3C8=5, R3C9=6

So R3C8=5 and R2C8=5 → same column → duplicate.

Thus, the puzzle as presented is invalid.

But perhaps the number in R3C8 is not 5?

Wait — look at the image: in row 3, the last three cells are: _ 5 6

But maybe the 5 is in column 7, and the 6 is in column 9, and column 8 is blank?

But the formatting suggests otherwise.

Let’s count the cells:

Each row has 9 cells. In row 3:

- C1: ?
- C2: ?
- C3: 9
- C4: 6
- C5: 1
- C6: ?
- C7: ?
- C8: 5
- C9: 6

Yes, that’s how it’s displayed.

So R3C8 = 5, R2C8 = 5 → conflict.

Unless the number in R3C8 is not 5, but something else.

Wait — could it be a 6? But it says "5 6", so likely R3C8=5, R3C9=6.

Similarly, R2C8=5, R2C9=8.

So both R2 and R3 have 5 in column 8 → invalid.

Therefore, this puzzle cannot be solved as-is due to an inconsistency.

---

Conclusion:

There is a logical contradiction in the puzzle:

- Column 8 contains two 5s: one in row 2 and one in row 3.

This violates the fundamental rule of Sudoku: each number must appear exactly once per column.

Possible Explanations:

1. Typo in the puzzle: One of the 5s should be a different number.
2. Misreading the image: Perhaps the number in R3C8 is not 5, but another digit (e.g., 4 or 7).
3. Image distortion: The green overlay may have caused misinterpretation.

---

Recommendation:

To proceed, please verify the puzzle:
- Is R3C8 really 5?
- Or is it possibly 4, 7, or blank?

If you can confirm the correct digits (especially in the top-right region), I can help solve it.

Alternatively, if this is a valid puzzle, then likely R3C8 is not 5, and the image is misleading.

For example, if R3C8 is blank, and R3C7 = 5, then it would be consistent.

But currently, as displayed, the puzzle is unsolvable due to the duplicate 5 in column 8.

---

Would you like to:
- Confirm the correct values?
- Try to fix the puzzle by assuming one of the 5s is wrong?
- Or provide a clearer image?

Let me know, and I’ll help solve it!