Fun math puzzle with sweet treats and numbers.

Problem Analysis:

The image presents a grid with various candies and numbers. The task is to determine the missing values in the grid based on the given patterns and relationships between the candies and numbers.

#### Grid Layout:
The grid is a 3x3 table with the following structure:
- Top row: Lollipop, Gummy bears, Candy wheel
- Middle row: Number 8, Worms, Number 24
- Bottom row: Jelly beans, Cotton candy, Number 144

Additionally, there are numbers and candies outside the grid:
- Top: Chocolate bar (7), Cake slice (7)
- Left: Ice cream cone (8), Cake slice (8)

#### Observations:
1. Top Row:
- The top row contains candies (lollipop, gummy bears, candy wheel).
- There are no numbers directly associated with these candies in the grid.

2. Middle Row:
- The middle row contains a number (8), worms, and another number (24).

3. Bottom Row:
- The bottom row contains jelly beans, cotton candy, and a number (144).

4. Left Side:
- The left side has an ice cream cone labeled "8" and a cake slice labeled "8".

5. Top Side:
- The top side has a chocolate bar labeled "7" and a cake slice labeled "7".

#### Key Insight:
The numbers outside the grid (7, 8) seem to be related to the candies in the grid. We need to identify the relationship between the candies and the numbers.

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Step-by-Step Solution:

#### Step 1: Analyze the Numbers Outside the Grid
- The ice cream cone and cake slice both have the number "8".
- The chocolate bar and cake slice both have the number "7".

This suggests that the numbers "7" and "8" might represent specific candies or their quantities.

#### Step 2: Identify Patterns in the Grid
- Middle Row: The number "8" is directly associated with the worms. This implies that the worms might represent the number "8".
- Bottom Row: The number "144" is associated with cotton candy. This suggests a multiplication pattern, as \( 144 = 12 \times 12 \).

#### Step 3: Determine the Relationship Between Candies and Numbers
- Lollipop: The lollipop is in the top-left corner. Since the ice cream cone and cake slice both have "8", and the lollipop is in the same column as the number "8", it is reasonable to assume that the lollipop represents "8".
- Gummy Bears: The gummy bears are in the top-middle cell. The number "7" is associated with the chocolate bar and cake slice, so the gummy bears likely represent "7".
- Candy Wheel: The candy wheel is in the top-right cell. Its value is unknown but will be determined based on the pattern.
- Worms: The worms are explicitly labeled "8".
- Jelly Beans: The jelly beans are in the bottom-left cell. Their value is unknown but will be determined based on the pattern.
- Cotton Candy: The cotton candy is explicitly labeled "144".

#### Step 4: Solve for Missing Values
- Top Row:
- Lollipop: Represents "8".
- Gummy bears: Represents "7".
- Candy wheel: Let's denote its value as \( x \).

- Middle Row:
- Worms: Represents "8".
- Number "24": This suggests a multiplication pattern. If worms (8) are multiplied by something to get "24", then \( 8 \times y = 24 \). Solving for \( y \):
\[
y = \frac{24}{8} = 3
\]
This implies that the candy wheel (top-right) must represent "3".

- Bottom Row:
- Jelly beans: Let's denote their value as \( z \).
- Cotton candy: Represents "144". The pattern suggests multiplication. If jelly beans (\( z \)) are multiplied by something to get "144", and we know the pattern involves squares (e.g., \( 12 \times 12 = 144 \)), then \( z \) must be "12".

#### Step 5: Verify the Pattern
- The pattern appears to involve multiplication and squaring:
- Top row: Lollipop (8), Gummy bears (7), Candy wheel (3).
- Middle row: Worms (8), Multiplication factor (3) → \( 8 \times 3 = 24 \).
- Bottom row: Jelly beans (12), Cotton candy (144) → \( 12 \times 12 = 144 \).

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Final Answer:

The missing values are:
- Candy wheel: \( \boxed{3} \)
- Jelly beans: \( \boxed{12} \)