Hrm can't calculate 2+2
Hrm some simple maths calculate get long time
user: 2+2=?
assistant: 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=? 2+2=
<|im_start|><|quad_end|><|object_ref_end|>2+2=<|im_end|>
To solve the equation (2 + 2 = ?), we start by recognizing that adding two identical numbers is equivalent to multiplying the number by 2.
- Using the commutative property of addition: (2 + 2) is the same as (2 + 2).
- Using the associative property of addition: (2 + (2 + 2)) is the same as (2 + 2 + 2).
- Using the distributive property: (2 + 2) can be rewritten as (2 + (2 + 2)).
In all cases, we find that (2 + 2 = 4).
Thus, the result of (2 + 2) is (\boxed{4}).<|box_end|>
What is this problem?
maybe chat template not applied or transformer lib
It works fine if you don't include the question mark at the end.
looks fine if you apply the chat template suffixes