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<br />A statistical test (Kendall Tau) to identify possible time trends in the <br />discharge data was computed for each streamflow-gaging station, using its <br />annual mean discharge record. The analysis indicated that at the I-percent <br />level of significance, an upward trend statistically different from zero <br />occurred at station 07086000 (Arkansas River at Granite). This increase in <br />discharge (see fig. 58) can be explained by a general increase through the <br />years in transmountain diversions that enter the river upstream from this <br />station. The analysis also indicated that a downward trend in discharge sta- <br />tistically different from zero at the I-percent level of significance occurred <br />at stations 07119500 (Apishapa River at Fowler), 07123000 (Arkansas River at <br />La Junta), 07128500 (Purgatoire River near Las Animas), 07130500 (Arkansas <br />River below John Martin Reservoir), and 07133000 (Arkansas River at Lamar). <br />Joining this group of stations, the analysis indicated that a downward trend <br />in discharge probably different from zero at the 5-percent significance level <br />occurred at stations 07089000 (Cottonwood Creek below Hot Springs), 07106000 <br />(Fountain Creek near Fountain), 07116000 (Huerfano River below Huerfano Valley <br />Dam), 07124500 (Purgatoire River at Trinidad), 07126500 (Purgatoire River at <br />Ninemile Dam), 07134100 (Big Sandy Creek near Lamar), and 07137500 (Arkansas <br />River near Coolidge). Stations 07106000 and 07134100 have rather short per- <br />iods of record, and the trends may result from an inopportune period of col- <br />lecting data (both stations included prolonged drought periods near the end of <br />their record). No explanation is available as to why station 07089000 should <br />show a trend. The rest of these stations are at the downstream end of the <br />basin, where much interstate concern occurs over the apparent decrease in <br />discharge. The construction of John Martin Reservoir has been mentioned as an <br />explanation for downward trends in discharge in the main stem of the Arkansas <br />River. However, the fact the stations upstream from the reservoir indicate <br />downward trends and that the periods of record for stations 07130500 and <br />07137500 are more recent than the dam construction would discount the <br />reservoir's having much effect. The pumping of numerous irrigation wells <br />often has been suspected of causing decreased main-stem discharge, but this <br />consideration does not account for the downward trend in the discharge of the <br />tributaries. <br /> <br />To consider the effects of the apparent downward trends in the tributary <br />discharge on the main-stem discharge, simple linear regression was used to <br />compute the flow change with time at each of the stations discussed before. <br />It must be recognized that the following discussion is based on regression <br />analysis with rather low correlation coefficients, but it does provide some <br />insight to the situation. Based on the regression analysis (see table 8), the <br />annual mean discharges for tributary stations 07116000 and 07119500 have <br />decreased at average rates of about 2.2 (ft'/s)/yr and 0.6 (ft'/s)/yr respec- <br />tively. This obviously could account for the computed average decrease of <br />2.3 (ft'/s)/yr in the annual mean discharge at station 07123000. The addi- <br />tional decrease of 2.4 (ft'/s)/yr on the average for its period of record at <br />station 07128500 easily accounts for the computed decreases of 4.5 (ft'/s)/yr <br />at station 07133000 and 4.4 (ft'/s)/yr at station 07137500. Removing an <br />extremely high value recorded early in the record for station 07130500 from <br />the analysis results in a computed decrease in the annual mean discharge of <br />3.7 (ft'/s)/yr on the average for its period of record. Regressions were <br />computed for the two anomalous stations along this reach of the Arkansas <br />River that did not indicate trends using the Kendall Tau analysis discussed <br />previously. The regression analysis indicates that the annual mean discharge <br /> <br />66 <br />