A large$-$scale bakery is laying out a new production process for its packaged bread, which it sells to several grocery chains. It takes $16$ minutes to bake the bread.

How large of an oven is required so that the company is able to produce $4,100$ units of bread per hour $($measured in the number of units that can be baked simultaneously$)?$

Note: Do not round intermediate calculations. Round your final answer to the nearest integer.

Units

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$20$

$93$

JAN

F $1$

F$2$

F$3$

F$4$

$.$

F$5$

F$6$

$($a$)$

$2$

#

$3$

$\%$

$5$