The time, T, it takes an object (planet, asteroid, etc) to orbit the sun depends on the distance, \( d \), the object is away from the Sun.
This fundamental observation was made by German astronomer Johannes Kepler, and the formula connecting the two quantities is:
\[
\log T=\frac{3}{2} \log d-3.263
\]
The orbital period time, T, is measured in units of "Earth Years".
The distance from the sun, \( d \), is measured in units of "millions of kilometers"
A newly discovered asteroid is observed to have an orbital period of 290.8 Earth Years.
Calculate how distant this asteroid is from the Sun. Answer in units of "Millions of Kilometers". Do not include decimal places in your answer.