Because of the way the tax law works, the
Rip Van Winkle style of investing that we favor-if successful-had an important mathematical
edge over a more frenzied approach. Let’s look at an extreme comparison.
Imagine that Berkshires had only $1, which we
put in a security that double by yearend and was then sold. Imagine further that
we used the after-tax proceeds t repeat this process in each of the next 19
years, scoring a double each time. At the end of 20 years, the 34% capital
gains tax that we would have paid on the profits from each sale would have delivered
about $13,000 to the government and we would be left with about $25,250. Not
bad. If , however, we made a single fantastic investment that itself doubled 20
times during the 20 years, our dollar would grow to $1,048,576. Were we then to
cash out, we would pay a 34% tax of roughly $356,500 and be left with about
$692,000.
We have not, we should stress, adopted our
strategy favoring long-term investment commitments because of these mathematics.
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