16 23 24 28 29 
6 10 13 15 20 
5 6 13 26 35
7 8 29 30 33
1 9 17 29 35 
9 16 23 24 29 

What is the next 5 sequence numbers

To determine the next sequence of numbers in this pattern, let's examine the rows provided. The sequences appear distinct, with no clear single progression pattern across all the rows, so it’s possible these sequences might represent different sets or patterns on their own. Here's an initial look:

### Observations:
1. **Row Patterns**: Each row consists of five numbers, and they generally increase with some irregular steps between values.
2. **Repeated Numbers**: Certain numbers, like 29, 23, and 6, appear more frequently across rows, which could imply a repeating or cyclical pattern.

Since no formula is immediately apparent, further information about how these sequences were generated would be beneficial. If they follow a certain rule or represent, say, a linear sequence, prime sequence, or another structured pattern, I could generate the next values accordingly.

Would you like me to proceed by examining possible average step sizes or find a common difference pattern? Or let me know if there’s specific background on these numbers. 

#### Follow-up Questions:
1. Are these rows from a specific mathematical or sequence type (e.g., linear progression, Fibonacci)?
2. Are these rows part of a set (e.g., lottery or bingo)?
3. Is the task to find a pattern within each row individually?
4. Should we look for a broader connection between rows?
5. Should we apply modulo or recurrence relations to the sequence?

**Tip:** Looking at patterns in terms of common differences between numbers can sometimes help reveal hidden sequences.

16 23 24 28 29
6 10 13 15 20
5 6 13 26 35
7 8 29 30 33
1 9 17 29 35
9 16 23 24 29

What is the next 5 sequence numbers

Explore how to identify the next 5 numbers in a set of number sequences. This problem covers essential concepts in pattern recognition and sequence analysis, suitable for students in Grades 6-8.

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