$$\frac{824}{640}\times\frac{286}{546}\times\frac{148}{136}$$
$\frac{41921}{57120}\approx 0.733911064$
$$\frac{103}{80}\times \frac{286}{546}\times \frac{148}{136}$$
$$\frac{103}{80}\times \frac{11}{21}\times \frac{148}{136}$$
$$\frac{103\times 11}{80\times 21}\times \frac{148}{136}$$
$$\frac{1133}{1680}\times \frac{148}{136}$$
$$\frac{1133}{1680}\times \frac{37}{34}$$
$$\frac{1133\times 37}{1680\times 34}$$
$$\frac{41921}{57120}$$
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$\frac{11 \cdot 37 \cdot 103}{2 ^ {5} \cdot 3 \cdot 5 \cdot 7 \cdot 17} = 0.7339110644257703$
