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Section 779.19(b) Continued. Rule 4.15.' <br />Revised 12630/80_ <br />application, the treatment did not equally affect the <br />entire area; consequently, the resulting community is <br />artificial, i.e., the shrub component in the evmlving <br />community is not normally distributed nor comparable <br />to the shrub component of adjacent, untreated plant <br />communities. It is contended that the present sampling <br />is representative of the shrub density and inte=cept <br />cover. Further random sampling in this vegetation type <br />would probably continue to show a high variance. The <br />combined sample size for the premine and reference area <br />is 36 transects of five m2 plots each or a total of 180 <br />m2 plots each or a total of 180 m2 plots which were <br />read over a total of 1,800 transect meters (1.~2 miles). <br />Since the t test was highly non-significant and the <br />parameter means are higher for the reference area, it is <br />proposed that the reference area be deemed acceptable <br />as a measure of the shrub component on the Treated Sage- <br />brush Vegetation Type. <br />In order to further demonstrate that the shrub component <br />in the Treated Sagebrush Vegetation Type is not normally <br />distributed, a graphical analysis of the shrub density <br />. data £or the premine area was prepared. The results of <br />this analysis is present in Figure 38 the percent <br />frequency of shrub density. This method of il?ustrating <br />plant distribution based on field data is widegy used. <br />Harold F. Heady (in "A comparison of the chartnng, line <br />intercept, and line point methods of sampling shrub types <br />of vegetation", Journal of Range Management 12_180-188, <br />1959) recorded distribution curves for low density shrub <br />species which were identical to that of the shrub com- <br />ponent in the Treated Sagebrush Vegetation Type and stated <br />that the low density shrub species did not approach a <br />normal distribution. He also found that another affect <br />of non-normalcy vas to produces high variability in the <br />variance from one sample to another. This resulted in <br />a greater ratio of the standard deviation to t8ne mean <br />causing a high sample size requirement. Dr. Heady also <br />concluded that "the number of plots needed to sample the <br />species of lesser importance may be so great that the <br />sampling is beyond the facilities of the invesRigation; <br />and that the seriousness of non-normalcy is nod great <br />because sample means from such populations are normally <br />distributed about the population mean ..." This is re- <br />flected in the use of transect means in the statistical <br />analysis. These findings confirm the statistical and <br />779-72 bbbbb: <br /> <br />