Figure 1
The scatter graph is titled “Mean number of red entities killed versus treatment.” The horizontal axis of the graph is labeled “Treatment” and ranges from 0 to 17 in increments of 1 unit. The vertical axis is labeled “Number of red entities killed” and ranges from 20.5 to 23.0 in increments of 0.5 units. A legend at the top right shows the mean represented by a dot. The error line represents a 95 percent confidence interval. The data shows the mean value of the number of red entities killed, the positive error, and the negative error for every treatment count. The data from the graph is as follows: Treatment 1: Mean: 22.464; Positive error: 22.73; Negative error: 22.184. Treatment 2: Mean: 22.179; Positive error: 22.479; Negative error: 21.883. Treatment 3: Mean: 21.693; Positive error: 22.013; Negative error: 21.357. Treatment 4: Mean: 20.786; Positive error: 21.137; Negative error: 20.440. Treatment 5: Mean: 22.264; Positive error: 22.524; Negative error: 21.973. Treatment 6: Mean: 22.204; Positive error: 22.479; Negative error: 21.923. Treatment 7: Mean: 21.051; Positive error: 21.342; Negative error: 20.746. Treatment 8: Mean: 20.971; Positive error: 21.272; Negative error: 20.656. Treatment 9: Mean: 22.649; Positive error: 22.935; Negative error: 22.364. Treatment 10: Mean: 22.389; Positive error: 22.679; Negative error: 22.093. Treatment 11: Mean: 22.224; Positive error: 22.544; Negative error: 21.878. Treatment 12: Mean: 21.372; Positive error: 21.708; Negative error: 21.041. Treatment 13: Mean: 22.299; Positive error: 22.579; Negative error: 22.013. Treatment 14: Mean: 22.284; Positive error: 22.564; Negative error: 21.988. Treatment 15: Mean: 21.397; Positive error: 21.663; Negative error: 21.042. Treatment 16: Mean: 21.412; Positive error: 21.673; Negative error: 21.132. Note: All numerical data values are approximated.Red IADS force lay down. Source: Author generated