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In recent years, the counterparty credit riskmeasure, namely the default risk in over-the-counter (OTC) derivatives contracts,
has received great attention by banking regulators, specifically within the frameworks of Basel II and Basel III. More
explicitly, to obtain the related risk figures, one is first obliged to compute intermediate output functionals related to the
mark-to-market position at a given time no exceeding a positive and finite time horizon. The latter implies an enormous
amount of computational effort is needed, with related highly time consuming procedures to be carried out, turning out into
significant costs. To overcome the latter issue, we propose a smart exploitation of the properties of the (local) time spent by
the Brownian motion close to a given value
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