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Modeling Results for <br />Colorado River Basin States' Modeling of <br />Colorado River and Reservoir Management Strategies <br />4.4.2 Magnitude of Shortage <br />Table 4 -1 <br />Probability of Lower Basin & Mexico Shortage Greater Than 1.0 MAF <br />Table 4.1 describes the probability of a shortage greater than 1 MAF and how <br />often it occurs. For Step Shortage strategies that do not include the Absolute <br />Protect 1000 strategy, it is impossible to get a shortage above 600 KAF. Important <br />to note is that a shortage greater than 1 MAF is required to keep Mead from <br />dropping below 1000 ft in three years; however, the probability of such a shortage <br />is never greater than 1%. A probability of 1% can be attributed to an extremely <br />dry hydrologic event that happened in 1 of the 90 possible traces during that year. <br />29 <br />Step Short <br />Step Shortage <br />Normal <br />rev2 <br />rev2 <br />AbsPro 1000 <br />First year of <br />shortage <br />Does not <br />Does not <br />above 1 MAF <br />occur <br />occur <br />2022 <br />Number of <br />occurrences <br />none <br />none <br />3 <br />Probability of <br />occurrence in <br />each year <br />0 <br />0 <br />0.01 <br />Table 4.1 describes the probability of a shortage greater than 1 MAF and how <br />often it occurs. For Step Shortage strategies that do not include the Absolute <br />Protect 1000 strategy, it is impossible to get a shortage above 600 KAF. Important <br />to note is that a shortage greater than 1 MAF is required to keep Mead from <br />dropping below 1000 ft in three years; however, the probability of such a shortage <br />is never greater than 1%. A probability of 1% can be attributed to an extremely <br />dry hydrologic event that happened in 1 of the 90 possible traces during that year. <br />29 <br />