$$\frac{532}{248}\times\frac{154}{136}\times\frac{196}{172}$$
$\frac{501809}{181288}\approx 2.768021049$
$$\frac{133}{62}\times \frac{154}{136}\times \frac{196}{172}$$
$$\frac{133}{62}\times \frac{77}{68}\times \frac{196}{172}$$
$$\frac{133\times 77}{62\times 68}\times \frac{196}{172}$$
$$\frac{10241}{4216}\times \frac{196}{172}$$
$$\frac{10241}{4216}\times \frac{49}{43}$$
$$\frac{10241\times 49}{4216\times 43}$$
$$\frac{501809}{181288}$$
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$\frac{7 ^ {4} \cdot 11 \cdot 19}{2 ^ {3} \cdot 17 \cdot 31 \cdot 43} = 2\frac{139233}{181288} = 2.768021049379992$
