Teach binary coding with fun Easter pixel art worksheets—decode and encode binary code to reveal Easter-themed images.

The image shows a set of worksheets focused on binary coding using Easter-themed pixel art. The task involves decoding and encoding binary numbers into pixel patterns. Below is an explanation of how to solve such problems:

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Understanding Binary Coding in Pixel Art

Binary coding uses the digits `0` and `1` to represent information. In this context:
- `1` typically represents a colored pixel (e.g., red or black).
- `0` typically represents an empty or white pixel.

Each row of binary numbers corresponds to one row of pixels in the grid. For example:
- If the binary code for a row is `10110`, it means the first, third, and fourth pixels are colored, while the second and fifth pixels are left blank.

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Steps to Solve the Problem

#### 1. Decoding Binary Code
The goal here is to convert binary numbers into a pixel pattern.

##### Example:
Suppose you have the following binary code:
```
10110
01011
11001
```

##### Steps:
1. Draw the Grid: Create a grid with the same number of rows and columns as the binary code. For the above example, you would draw a 3x5 grid.
2. Fill in Pixels:
- For each row of binary code, fill in the corresponding pixels based on the binary digits.
- `1` = Color the pixel.
- `0` = Leave the pixel blank.
- For the first row (`10110`):
- First pixel: `1` → Color it.
- Second pixel: `0` → Leave it blank.
- Third pixel: `1` → Color it.
- Fourth pixel: `1` → Color it.
- Fifth pixel: `0` → Leave it blank.
- Repeat for all rows.

##### Result:
After filling in the grid, you will see a pattern emerge. This is the decoded image.

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#### 2. Encoding a Pixel Pattern
The goal here is to convert a pixel pattern back into binary code.

##### Example:
Suppose you have the following pixel pattern:
```
# . # # .
. # . # #
# # . . #
```
Where `#` represents a colored pixel and `.` represents an empty pixel.

##### Steps:
1. Examine Each Row: For each row, write down a `1` for every colored pixel and a `0` for every empty pixel.
- First row: `# . # # .` → `10110`
- Second row: `. # . # #` → `01011`
- Third row: `# # . . #` → `11001`

2. Combine Rows: Write down the binary codes for all rows, one below the other.

##### Result:
The binary code for the pattern is:
```
10110
01011
11001
```

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Application to the Image

The image shows two tasks:
1. Decode the Binary Code: Use the provided binary numbers to fill in the grid and reveal the Easter-themed image.
2. Encode the Pixel Pattern: Convert the given pixel patterns into binary code.

#### Example from the Image:
- The right sheet shows a partially filled grid with binary code. You can decode it by filling in the grid according to the binary numbers.
- The left sheet shows encoded pixel patterns that need to be converted into binary code.

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General Tips

1. Count Columns: Ensure the number of columns in your grid matches the length of the binary code.
2. Be Consistent: Always use the same rule for `1` and `0` (e.g., `1` = colored, `0` = empty).
3. Check Patterns: After decoding, the pattern should form a recognizable Easter-themed image.

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Final Answer

The solution involves carefully converting between binary code and pixel patterns as described. For the specific tasks in the image:
- Decode the binary code to reveal the Easter-themed images.
- Encode the pixel patterns to generate the corresponding binary code.

If you need help with a specific part of the worksheet, feel free to ask!

Boxed Final Answer:
\boxed{\text{Follow the steps above to decode and encode the binary patterns.}}