26.33%+13.93%+12.78%+11.95%+6.09%+5.47%
+4.02%+3.48%+2.4%+2.23%+2.01%+2.01%
+0.19%+0.14%+0.14%+0.07%+0.09%+0.41%
+1.95%+1.69%+0.03%+0.14%+0.02%+0.01%
+1.93%+0.2%+0.04%+0.07%+0.08%+0.12%

The sum of the given percentages is approximately 100.02%.

Would you like any further clarification on this?

Here are five related questions:
1. How do you calculate percentages from raw data?
2. What happens if the total percentage exceeds 100% in real-world scenarios?
3. How do percentages relate to probabilities?
4. What are cumulative percentages, and how are they useful?
5. How can you convert percentages into fractions or decimals?

**Tip:** When working with percentages, always double-check for rounding errors, especially when the total should equal 100%.

26.33%+13.93%+12.78%+11.95%+6.09%+5.47%+4.02%+3.48%+2.4%+2.23%+2.01%+2.01%+0.19%+0.14%+0.14%+0.07%+0.09%+0.41%+1.95%+1.69%+0.03%+0.14%+0.02%+0.01%+1.93%+0.2%+0.04%+0.07%+0.08%+0.12%

Learn how to sum a complex set of percentages with values like 26.33%, 13.93%, and more. This problem introduces fundamental percentage calculations and the summation process. Suitable for students in Grades 6-8.

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