for $($ int $i=n$;$,i>0$;$,\frac{i}{?}=2$

for $($ int $)\}$

sum $+=(i+j**k)$;

$\{\{)=n$;$i>(0$;$i--\})=(1$;$j\})=(0$;$k\}$

$...\frac{\frac{?}{?}}{c}$onstant number $Cof$ operations

$\{\{\{$