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$A\space|^{9^{8^{7^{6^{5^{4^{3^{2^1}}}}}}}}_{9_{8_{7_{6_{5_{4_{3_{2_1}}}}}}}}\space C\\$

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འཿཽཽཽཽཿཽཽཽཽཽཽཿཽཽཽཽཽཽཽཽཿྀྀྀྀཽཽཽཽཽཽཽཽཿྀྀྀྀྀྀྀྀཽཽཽཽཽཽཽཽཿྀྀྀྀྀྀྀྀཽཽྀྀཽཽཽཽཽཽཽཽཿྀྀྀྀྀྀྀྀཽཽྀྀྀྀྀྀཽཽཽཽཽཽཽཽཿྀྀྀྀྀྀྀྀཽཽྀྀྀྀྀྀཽཽཽཽཽཽཽཽཿྀྀྀྀྀྀྀྀཽཽྀྀཽཽཽཽཽཽཽཽཽཽཿྀྀྀྀྀྀཽཽཽཽཽཽཽཽཽཽཿྀྀཽཽཽཽཽཽཽཽཽཽཽཿཽཽཽཽཽཽཽཽཽཽཽཿཽཽཽཽྀྀྀྀཽཽཽཽཿྀྀཽཽའཿྀྀཽཽཽཽཽཽྀྀྀྀྀྀྀྀཽཽཽཽཽཽཿཽཽཽཽཽཽཽཽཽཽཽཽཽཽཽཽཽཽཽཽཽཽཽཽཿཽཽཽཽཽཽྀྀྀྀཽཽཽཽྀྀྀྀཽཽཽཽཽཽཿྀྀྀྀྀྀྀྀྀྀྀྀཽཽཿྀྀྀྀྀྀྀྀྀྀཽཽཽཽཽཽཿྀྀྀྀྀྀྀྀཽཽཽཽཽཽཽཽཿྀྀྀྀྀྀཽཽཽཽྀྀྀྀཽཽཽཽཿྀྀྀྀཽཽཽཽཽཽྀྀྀྀཽཽཽཽཿྀྀཽཽཽཽཽཽྀྀྀྀྀྀྀྀཽཽཽཽཿཽཽཽཽཽཽྀྀྀྀྀྀྀྀྀྀཽཽཽཽཽཽཽཽཿཽཽཽཽྀྀྀྀྀྀྀྀྀྀྀྀྀྀཽཽཽཽཽཽཿྀྀཽཽioi

${a^k \above 1.5pt ioi}\\ \frac{A}{c}\\ \acute c\\ \aleph\\ \alpha\\ \amalg\\ \And\\ \angle\\ \approx\\ \approxeq\\ \asymp\\ {a+1 \atop c+2}+k\\ \backepsilon\\ \bar{ac}\\ \barwedge\\ \Bbb A \Bbb C\\ \Bbb k\\ \because\\ \beta\\ \beth\\ \between\\ \Bigg[ \Bigg]\\ \bigstar\\ \binom A C\\ \boldsymbol{A+\frac{\alpha+a}{\beta+c}}\\ \bowtie\\ \boxed{AC}\\ \bmod\\ {A\brace C}\\ {A\brack C}\\ \breve{AC}\\ {AC \over \longrightarrow}\\ \bullet\\ \cal {Accepted}\\ \cancel A\\ \bcancel C\\ $