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The image shows a pattern of dots, and the question asks to find the 12th term in the sequence formed by the dots. Based on what I see, there are clusters of dots forming a number sequence, and the user has written "25" as the 12th term.

To determine the 12th term in the sequence, I would need to identify the rule governing the pattern. Based on the arrangement, each cluster of dots appears to represent numbers in a sequence. To verify if the provided answer of 25 is correct, let's analyze the image more closely:

1. If the pattern grows in a consistent way (such as doubling or following an arithmetic progression), we would apply that rule to predict the next numbers.
2. From the visual, it seems that there might be a consistent relationship between the groups of dots, possibly increasing by a certain factor.

Would you like me to describe the possible pattern and verify the answer provided?

Find the 12th term in the sequence represented by the pattern of dots.

Solve a fun sequence problem with a dot pattern and determine the 12th term. This question introduces key concepts in arithmetic sequences, helping students build foundational math skills. Suitable for Grades 4-6.

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