Let's evaluate each statement based on the data provided:
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Over half the students found a finch.
- 67 reported finding a finch. We do not know the total number of students, but if over half found a finch, the number must be greater than half the total. Without knowing the total number of students, we cannot definitively determine if this is true or false.
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More students found a blackbird than a finch.
- 13 reported finding a blackbird, and 67 reported finding a finch. This statement is False.
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More students found a blue jay than an owl.
- 18 reported finding a blue jay, and 1124 reported finding an owl. This statement is False.
-
More students found a finch than a blackbird.
- 67 reported finding a finch, and 13 reported finding a blackbird. This statement is True.
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More students found a blackbird than an owl.
- 13 reported finding a blackbird, and 1124 reported finding an owl. This statement is False.
Based on this analysis, here are the statements with their evaluations:
- Over half the students found a finch. - Unknown (not enough information)
- More students found a blackbird than a finch. - False
- More students found a blue jay than an owl. - False
- More students found a finch than a blackbird. - True
- More students found a blackbird than an owl. - False
If we assume a total number of students for the first statement (e.g., 1345, since that's the highest count), it could allow us to determine that over half of them did find a finch, but we remain unsure without that context.