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<br />. <br /> <br />The interpretation of the preceding tables is as follows: Column 1 <br /> <br /> <br />of the tables shows the probability of experiencing the net annual lake <br /> <br /> <br />evaporation shown in column 3 of the same table. Column 2 shows the expected <br /> <br /> <br />return period of the same events in years. The limits of the actual annual <br /> <br /> <br />evaporation in acre-feet units shown in column 4 were obtained from the <br /> <br />minimum and maximum surface areas of the conservation pool. Column 5 shows <br /> <br /> <br />the expected annual evaporation volume in acre-feet that is most likely <br /> <br /> <br />to occur computed with the surface area corresponding to the 22,000 acre- <br /> <br /> <br />feet content. Column 6 shows the incremental evaporation volume in acre-feet <br /> <br /> <br />between the successive probability levels, Column 7 displays the cumulative <br /> <br /> <br />incremental evaporation volume of column 6. Some examples may illustrate <br /> <br /> <br />the use of these tables and point out the significance of the displayed <br /> <br /> <br />quanti ties. <br /> <br />The third line of Table 3 shows that at a probability level of 0.1, <br /> <br /> <br />which has a 10-year return period or a frequency of once out of 10 years, <br /> <br /> <br />the net evaporation will be 31.3 inches. Expressed volumetrically it is an <br /> <br /> <br />annual water loss of 3180-3550 acre-feet depending upon the content of the <br /> <br /> <br />conservation pool. Since the reservoir storage has.an equal likelihood of <br /> <br /> <br />being above or below the 22,000 acre-feet content, the most likely annual <br /> <br /> <br />evaporation loss is 3340 acre-feet. Comparing this loss with that shovm in <br /> <br /> <br />the first line of the same table, a difference of 555 acre-feet is recognized <br /> <br /> <br />from the last column of the table. The operational significance of this <br /> <br /> <br />difference is that if the operation of the evaporation replacement program <br /> <br /> <br />is based upon the 0.5 probability level, then once in every 10 years a deficit <br /> <br /> <br />of 555 acre-feet can be expected. The same operation would result in a <br /> <br /> <br />deficit of 935 acre-feet once in every 100 years as shown in the last column <br /> <br />of the fifth line of the table. <br /> <br />Tables 4 and 5 are identical in their setup to Table 3--the only differ- <br /> <br /> <br />ence being that instead of considering one single year's evaporation volumes, <br /> <br /> <br />three and five consecutive years' average annual evaporation figures were <br /> <br /> <br />used as the basis of the analysis, respectively. These tables were prepared <br /> <br /> <br />to yield indications concerning dry year sequences as were experienced during <br /> <br />the 1930's and the mid-1950's. Table 4 shows that once every 100 years three <br /> <br /> <br />consecutive years may occur with an average annual evaporation of 3425 acre- <br /> <br />- 7 - <br /> <br />M. W. BITTINGER AND ASSOCIATES. INC. <br />