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int64
1
1.62k
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stringlengths
22.1k
535k
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stringlengths
10
55
answer
stringclasses
3 values
A
stringlengths
1
23
B
stringlengths
1
23
C
stringlengths
1
43
D
null
1
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
哪一年的房地产开发投资完成额累计同比增速首次转负?
B
2021年
2022年
2023年
null
2
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
2023年哪个时间段内,三种财政收入类型均出现负增长?
A
2023-05至2023-08
2023-09至2023-12
2024-01至2024-04
null
3
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
图中2023年制造业PMI的整体趋势是?
B
上升
下降
波动不大
null
4
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
2023年第四季度的平均值大约是多少?
A
25
30
35
null
5
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
图中价格最低点出现在哪个时间段?
A
Mar-24
May-24
Jul-24
null
6
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
在哪个月份,德州点火价差MWh首次出现显著下降?
B
Jan-23
Mar-23
May-23
null
7
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
图中民主党在9月1日的值是多少?
B
60
62
65
null
8
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
2024年哪个季度建筑业PMI整体趋势向下?
B
第一季度
第二季度
第三季度
null
9
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
2024年第三季度的平均新发行数量是多少?
B
1.5
2.0
2.5
null
10
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
图中2023年12月的彭博商品/MSCI全球指数是多少?
B
0.13
0.14
0.15
null
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