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be hard to estimate a value for such a liability while the uncertainty and ambiguity is so high.
True, but any reasonable estimate is likely to be more accurate than zero, which is the de
facto number that they put on the liability by ignoring it.
Even worse, accountants can have a strange aversion to using current values, even when
they are readily available. Banks, for example, have “investment” accounts and “trading”
accounts. Accountants require, quite properly, that marketable securities in “trading”
accounts be marked to market. If a bank bought a treasury bond for its trading account for
$1,000 yesterday, and tomorrow's newspaper reports its current market price as $950, the
bank must take a $50 loss per bond and carry the position on its official books at $950 per
bond. So far, so good. But if the bank bought the identical bond yesterday for $1,000 per
bond and put it into its investment account, the accountants would not require the bank to
mark it to its readily determined current value of $950. It would remain on the books at
$1,000 and the bank would not report a loss of $50 per bond. We have the plainly ludicrous
result that the same bond is carried at two different values on the bank's books, depending
only on the label of the file folder that holds it. How can this be? Good question. I have
heard arguments that investment assets, unlike trading assets, are held for the long term and
don't need to be sold now, therefore the loss (or gain) does not need to be taken yet. If you
believe that a treasury bond is worth its original face value simply because you decided not
to sell it today, then you will agree with the accountants. I don't.