$$\frac{596}{484}\times\frac{680}{782}\times\frac{848}{864}$$
$\frac{78970}{75141}\approx 1.050957533$
$$\frac{149}{121}\times \frac{680}{782}\times \frac{848}{864}$$
$$\frac{149}{121}\times \frac{20}{23}\times \frac{848}{864}$$
$$\frac{149\times 20}{121\times 23}\times \frac{848}{864}$$
$$\frac{2980}{2783}\times \frac{848}{864}$$
$$\frac{2980}{2783}\times \frac{53}{54}$$
$$\frac{2980\times 53}{2783\times 54}$$
$$\frac{157940}{150282}$$
$$\frac{78970}{75141}$$
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$\frac{2 \cdot 5 \cdot 53 \cdot 149}{3 ^ {3} \cdot 11 ^ {2} \cdot 23} = 1\frac{3829}{75141} = 1.050957533170972$
