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streams carried only suspended clay sediment whereas the fast- <br /> flowing streams carried both sand, silt and clay. The sediment <br /> retention ponds probably allowed fine clays to pass through the <br /> system, whereas prior to their installation, all of the sediment <br /> passed through. Another contributing factor may be that waters <br /> during the high-flow season are purer than those of the low flow <br /> season, but this is probably only a minor component, and probably <br /> not dicipherable from the data. <br /> 4b. TSS versus time. TSS were highest during the first two years <br /> of the data set and decreased, progressively through the end of <br /> 1984. After 1984, TSS achieved very low values, and remained low <br /> through 1992 . <br /> It appears that mining had a positive impact on the sediment load; <br /> site management practices, particularly the installation of <br /> sediment retention ponds, caused the sediment load to diminish. <br /> Sample collection practices may have had some control over TSS <br /> concentrations. Unless the sampling events were pre-ordained, it <br /> is likely that samples were collected during good weather, i.e. <br /> locally low flow, and that sample collection did not routinely take <br /> place during or immediately following storms . Samples collected <br /> during the early years of the data set were collected at closely <br /> spaced intervals, and thus are likely to have picked up more of the <br /> results of storms. Sampling in later years, which occurred only <br /> twice yearly, probably took place during good weather, which would <br /> have been during low flow when sediment loads consisted only of <br /> clays. <br /> 4c. TSS versus flow. TSS shows a slight positive exponential <br /> relationship with flow. However, virtually all of the high TSS <br /> measurements were taken during lower flow. <br /> 5a. Evaluation of outliers . Data for Conductivity, TDS, and TSS <br /> were plotted relative to flow and curves were fit to the data. A <br /> one standard deviation range was established in order to highlight <br /> the samples above (or below) one standard deviation from the mean <br /> for any given rate of flow. The choice of one standard deviation <br /> was selected arbitrarily. There is no reason to believe that this <br /> method is any more valid than other, more or less empirical methods <br /> for evaluating the data. Rather, the test was to see whether the <br /> positive outliers bear any relationship to time of sampling. <br /> 5b. Conductivity and TDS Outliers. Table 1 shows the data and the <br /> variation of the data relative to the standard deviation of the <br /> population at station #20 . This evaluation of variance relative to <br /> the mean and standard dev\iation is different from that shown on <br /> the graphs . The graphs highlight the outliers at any specific <br /> value of flow whereas Table 1 highlights the outliers relative to <br /> the entire population, regardless of the rate of flow. <br /> TDS outliers normalized to flow shows outliers that range from <br /> about 430 to 1312 ; conductivity outliers normalized to flow range <br /> from 600 to 1900 . However, TDS outliers relative to the mean of <br />