data:image/png;base64,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
3
true
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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==
true
answerNumber117,4,8
- false
- true
- false
whats 2+2,What's 5x5,what's 7+4,what's 105/5,what's the square root of 81,what's 25-6
51,4,3
25,49,75
12,15,11
25,21,23
8,9,7
17,19,21
1
4,25,11,21,9,19
4