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@Andrej123456789
Created October 30, 2022 20:32
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/* Just random math problem written in LaTex */
\begin{quote}
\huge
{
\[\frac
{
\frac
{
\frac
{
\frac
{
\frac
{
0.5 + 0.6 * [\frac{9}{536} - [1\frac{237}{15607} / 0.1001 + (-\frac{-1}{-1506} + \frac{27}{111} + 5^6) + 1] + 0]
}
{
(0.3141569420 * 0.000001) * 12345678910
}
}
{
\frac{256}{512} + 213\frac{35}{126} * 0.27^2 + 0.00000001^2 - (256 * 10^{-256}) / \frac{1234566789^2}{910111213}
}
}
{
1 + [1 + 1 * (0-256 + 37) / 2 + (2861012)]
}
}
{
12345678910 * 11121314151617
}
}
{
\frac
{
2
}
{
\frac
{
2
}
{
\frac
{
\frac
{
\frac
{
[5ˇ2 * 30ˇ2 + 0.76 * [-\frac{3}{4} * (-\frac{3}{4}) * \frac{500}{1000} + \frac{30}{1000} * (\frac{5}{10} * \frac{35}{6}) + 25]]
}
{
512 * 349 * \frac{256}{4} * \frac{64}{30} - (600 * \frac{17}{50} * \frac{13}{50} * 0 + 512 * 349 * \frac{256}{4} * \frac{64}{30} - (600 * \frac{17}{50} * \frac{13}{50})
}
}
{
8 * 10^9 + \frac{\frac{1}{3}}{\frac{9}{4}} + 26 + \frac{\frac{32}{1}}{\frac{10}{10}} + 3 - (-3 - 6^2 * 500 * 5 * 10^9) - (2 * 2 - 3)^{2}
}
}
{
0.5 + 0.7 / 0.8 + \frac{3}{9} + \frac{4}{7} + 5\frac{9}{8} + 4.8 + 9.6 + 700 + (0 - 256 - 320^2) + 1
}
}
}
}
\]
}
\normalsize
{
Broj 2 sam predstavlja središnju granicu između brojnika i nazivnika.
}
\end{quote}
\pagebreak
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