$$\frac{428}{168}\times\frac{196}{200}\times\frac{204}{208}$$
$\frac{12733}{5200}\approx 2.448653846$
$$\frac{107}{42}\times \frac{196}{200}\times \frac{204}{208}$$
$$\frac{107}{42}\times \frac{49}{50}\times \frac{204}{208}$$
$$\frac{107\times 49}{42\times 50}\times \frac{204}{208}$$
$$\frac{5243}{2100}\times \frac{204}{208}$$
$$\frac{749}{300}\times \frac{204}{208}$$
$$\frac{749}{300}\times \frac{51}{52}$$
$$\frac{749\times 51}{300\times 52}$$
$$\frac{38199}{15600}$$
$$\frac{12733}{5200}$$
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$\frac{7 \cdot 17 \cdot 107}{2 ^ {4} \cdot 5 ^ {2} \cdot 13} = 2\frac{2333}{5200} = 2.4486538461538463$
