Is $?$ If so$,$ fill in the smallest possible value that you can use in the definition. If not, given a large fixed value, what is the largest possible value of that can be used such that $?$

Is $?$ If so$,$ fill in the smallest possible value that you can use in the definition. If not, given a large fixed value, what is the largest possible value of that can be used such that $?$

In both of these cases, if the answer falls into the second category, the answer would be in terms of $.$ So$,$ if you wanted to give an answer that is the largest possible where the inequality still holds, you would just enter C$!$

$($These are done by string matching, which might not be so robust. Use minimal formatting characters. Don't use unneeded spaces, though you might need one. Subscripts are specified by the $\_$ character, and $^$ is for superscripts.$)$