Problem: here

Submission link: here

Why I think it shouldn't exceed the limit:

Let's look at my `query`

function (it does the queries):

**function code**

now the `solve`

function:

**solve() code**

So, I don't get a runtime error due to the assertions. But it should work, because $$$t<=10^4$$$ times we do at most $$$2$$$ queries, and we do also some build queries, which are $$$\leq 4\cdot10^4$$$. $$$2\cdot 10^4 + 4\cdot 10^4 = 6\cdot 10^4$$$, which is the maximal number of queries possible. Have you got any ideas what's wrong here? Help would be really appreciated. Thank you.

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`query()`

$$$n$$$ times in the first for-loop, and assert didn't fall because $$$curQueries$$$ is initially equal to $$$-\infty$$$ (the second assert didn't fall because the program just didn't reach this line). Note that $$$n$$$ can be more than $$$6 \cdot 10^4$$$.Thank you! I somehow calculated that $$$\frac{2\cdot 10^5}{3} = 4\cdot 10^4$$$, while it's not true. (btw, how to write rounding down in LaTeX?)

`\lfloor and \rfloor`

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