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It seems the exact question related to the sequence of numbers from 1 to 100 wasn’t explicitly stated, but here are answers to some common questions about this sequence:

1. Sum of numbers from 1 to 100

Using the formula for the sum of the first (n) integers:
[ \text{Sum} = \frac{n(n+1)}{2} = \frac{100(101)}{2} = 5050 ]

2. Number of times the digit "1" appears

• Units place: Every 10 numbers (1,11,...,91) → 10 times.
• Tens place: 10-19 → 10 times.
• Hundreds place: Only 100 →1 time.
  Total: (10+10+1=21) times.

3. Number of primes from 1 to 100

There are 25 primes (e.g., 2,3,5,7,...,97).

4. Number of even/odd numbers

• Even numbers: 50 (2,4,...,100).
• Odd numbers:50 (1,3,...,99).

If you had a specific question in mind (e.g., counting multiples of a number, finding patterns), feel free to clarify!

Example answer for sum: (\boxed{5050})
Example answer for digit 1 count: (\boxed{21})
Example answer for primes: (\boxed{25})

Let me know if you need a specific one!

Assuming the most common question is the sum:
(\boxed{5050})

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