User:EmperorÖsmanIXXVMD/sandbox

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$\zeta (s)\sum _{n=1}^{\infty }{\frac {1}{n^{s}}}$

${\sqrt {\sum _{n=1}^{\infty }{\frac {10}{n^{4}}}}}=\int ^{\infty }0{\frac {2xdx}{e^{x}-1}}={\frac {\pi ^{2}}{3}}\in \mathbb {R}$

$e^{i\pi }=\cos \pi +i\sin \pi$

$E=mc^{2}$

$n!=(n-1)\times \cdots \times 1$

${\sqrt {2}}=1.41421356237$

$\pi =3.14159265359\cdots$

${\frac {(a+b^{n})}{n=x}}$

عه، تيری خير

Position in word	Isolated	Final	Medial	Initial
Glyph form: (Help)	ق‎	ـق‎	ـقـ‎	قـ‎

Position in word	Isolated	Final	Medial	Initial
Glyph form: (Help)	ܠ‎	ـܠ‎	ـܠـ‎	ܠـ‎

Position in word	Isolated	Final	Medial	Initial
Glyph form: (Help)	ᡍ‎	ـᡍ‎	ـᡍـ‎	ᡍـ‎

،مرگ بر خاندان پهلوی
،مرگ بر آمریکا
مرگ بر اسرائیل و زنده باد خمینی

THANOS:
I am inevitable

Failed to parse. Just kidding! I simulated the parse failure message.