BQS ORGANIC BLIND SAMPLES
DETERMINATION: 1,2,4-TRICHLOROBENZENE, Method: 4440
TESTIDCODE: 34551GCM66 , MEASURED IN MICROGRAMS PER LITER
05/03/14 TO 12/12/16
Open Data Set

VRefValue = 1 Water Year = 2 Box Plot Feature Value = 0.6353 Id = 64% Minimum Whisker = 0.1307 First Quartile = 0.1307 Median = 0.1393 Third Quartile = 0.1407 Maximum Whisker = 0.1407 Mean = 0.1369 Standard Deviation = 0.0054 Number of Observations = 3 Minimum Whisker = 0.1307 First Quartile = 0.1307 Median = 0.1393 Third Quartile = 0.1407 Maximum Whisker = 0.1407 Mean = 0.1369 Standard Deviation = 0.0054 Number of Observations = 3 Minimum Whisker = 0.1307 First Quartile = 0.1307 Median = 0.1393 Third Quartile = 0.1407 Maximum Whisker = 0.1407 Mean = 0.1369 Standard Deviation = 0.0054 Number of Observations = 3 Minimum Whisker = 0.1307 First Quartile = 0.1307 Median = 0.1393 Third Quartile = 0.1407 Maximum Whisker = 0.1407 Mean = 0.1369 Standard Deviation = 0.0054 Number of Observations = 3 Minimum Whisker = 0.1307 First Quartile = 0.1307 Median = 0.1393 Third Quartile = 0.1407 Maximum Whisker = 0.1407 Mean = 0.1369 Standard Deviation = 0.0054 Number of Observations = 3 Minimum Whisker = 0.1307 First Quartile = 0.1307 Median = 0.1393 Third Quartile = 0.1407 Maximum Whisker = 0.1407 Mean = 0.1369 Standard Deviation = 0.0054 Number of Observations = 3 Minimum Whisker = 0.1307 First Quartile = 0.1307 Median = 0.1393 Third Quartile = 0.1407 Maximum Whisker = 0.1407 Mean = 0.1369 Standard Deviation = 0.0054 Number of Observations = 3 Minimum Whisker = 0.1307 First Quartile = 0.1307 Median = 0.1393 Third Quartile = 0.1407 Maximum Whisker = 0.1407 Mean = 0.1369 Standard Deviation = 0.0054 Number of Observations = 3 Minimum Whisker = 0.1307 First Quartile = 0.1307 Median = 0.1393 Third Quartile = 0.1407 Maximum Whisker = 0.1407 Mean = 0.1369 Standard Deviation = 0.0054 Number of Observations = 3 Minimum Whisker = 0.1307 First Quartile = 0.1307 Median = 0.1393 Third Quartile = 0.1407 Maximum Whisker = 0.1407 Mean = 0.1369 Standard Deviation = 0.0054 Number of Observations = 3 Minimum Whisker = 0.1307 First Quartile = 0.1307 Median = 0.1393 Third Quartile = 0.1407 Maximum Whisker = 0.1407 Mean = 0.1369 Standard Deviation = 0.0054 Number of Observations = 3 Minimum Whisker = 0.8054 First Quartile = 0.8054 Median = 0.8147 Third Quartile = 0.9174 Maximum Whisker = 0.9174 Mean = 0.8458 Standard Deviation = 0.0621 Number of Observations = 3 Minimum Whisker = 0.8054 First Quartile = 0.8054 Median = 0.8147 Third Quartile = 0.9174 Maximum Whisker = 0.9174 Mean = 0.8458 Standard Deviation = 0.0621 Number of Observations = 3 Minimum Whisker = 0.8054 First Quartile = 0.8054 Median = 0.8147 Third Quartile = 0.9174 Maximum Whisker = 0.9174 Mean = 0.8458 Standard Deviation = 0.0621 Number of Observations = 3 Minimum Whisker = 0.8054 First Quartile = 0.8054 Median = 0.8147 Third Quartile = 0.9174 Maximum Whisker = 0.9174 Mean = 0.8458 Standard Deviation = 0.0621 Number of Observations = 3 Minimum Whisker = 0.8054 First Quartile = 0.8054 Median = 0.8147 Third Quartile = 0.9174 Maximum Whisker = 0.9174 Mean = 0.8458 Standard Deviation = 0.0621 Number of Observations = 3 Minimum Whisker = 0.8054 First Quartile = 0.8054 Median = 0.8147 Third Quartile = 0.9174 Maximum Whisker = 0.9174 Mean = 0.8458 Standard Deviation = 0.0621 Number of Observations = 3 Minimum Whisker = 0.8054 First Quartile = 0.8054 Median = 0.8147 Third Quartile = 0.9174 Maximum Whisker = 0.9174 Mean = 0.8458 Standard Deviation = 0.0621 Number of Observations = 3 Minimum Whisker = 0.8054 First Quartile = 0.8054 Median = 0.8147 Third Quartile = 0.9174 Maximum Whisker = 0.9174 Mean = 0.8458 Standard Deviation = 0.0621 Number of Observations = 3 Minimum Whisker = 0.8054 First Quartile = 0.8054 Median = 0.8147 Third Quartile = 0.9174 Maximum Whisker = 0.9174 Mean = 0.8458 Standard Deviation = 0.0621 Number of Observations = 3 Minimum Whisker = 0.8054 First Quartile = 0.8054 Median = 0.8147 Third Quartile = 0.9174 Maximum Whisker = 0.9174 Mean = 0.8458 Standard Deviation = 0.0621 Number of Observations = 3 Minimum Whisker = 0.8054 First Quartile = 0.8054 Median = 0.8147 Third Quartile = 0.9174 Maximum Whisker = 0.9174 Mean = 0.8458 Standard Deviation = 0.0621 Number of Observations = 3 Minimum Whisker = 0.7354 First Quartile = 0.825 Median = 0.8769 Third Quartile = 0.925 Maximum Whisker = 0.9944 Mean = 0.8676 Standard Deviation = 0.0825 Number of Observations = 22 Minimum Whisker = 0.7354 First Quartile = 0.825 Median = 0.8769 Third Quartile = 0.925 Maximum Whisker = 0.9944 Mean = 0.8676 Standard Deviation = 0.0825 Number of Observations = 22 Minimum Whisker = 0.7354 First Quartile = 0.825 Median = 0.8769 Third Quartile = 0.925 Maximum Whisker = 0.9944 Mean = 0.8676 Standard Deviation = 0.0825 Number of Observations = 22 Minimum Whisker = 0.7354 First Quartile = 0.825 Median = 0.8769 Third Quartile = 0.925 Maximum Whisker = 0.9944 Mean = 0.8676 Standard Deviation = 0.0825 Number of Observations = 22 Minimum Whisker = 0.7354 First Quartile = 0.825 Median = 0.8769 Third Quartile = 0.925 Maximum Whisker = 0.9944 Mean = 0.8676 Standard Deviation = 0.0825 Number of Observations = 22 Minimum Whisker = 0.7354 First Quartile = 0.825 Median = 0.8769 Third Quartile = 0.925 Maximum Whisker = 0.9944 Mean = 0.8676 Standard Deviation = 0.0825 Number of Observations = 22 Minimum Whisker = 0.7354 First Quartile = 0.825 Median = 0.8769 Third Quartile = 0.925 Maximum Whisker = 0.9944 Mean = 0.8676 Standard Deviation = 0.0825 Number of Observations = 22 Minimum Whisker = 0.7354 First Quartile = 0.825 Median = 0.8769 Third Quartile = 0.925 Maximum Whisker = 0.9944 Mean = 0.8676 Standard Deviation = 0.0825 Number of Observations = 22 Minimum Whisker = 0.7354 First Quartile = 0.825 Median = 0.8769 Third Quartile = 0.925 Maximum Whisker = 0.9944 Mean = 0.8676 Standard Deviation = 0.0825 Number of Observations = 22 Minimum Whisker = 0.7354 First Quartile = 0.825 Median = 0.8769 Third Quartile = 0.925 Maximum Whisker = 0.9944 Mean = 0.8676 Standard Deviation = 0.0825 Number of Observations = 22 Minimum Whisker = 0.7354 First Quartile = 0.825 Median = 0.8769 Third Quartile = 0.925 Maximum Whisker = 0.9944 Mean = 0.8676 Standard Deviation = 0.0825 Number of Observations = 22 Minimum Whisker = 0.7762 First Quartile = 0.85 Median = 0.9312 Third Quartile = 0.9583 Maximum Whisker = 1 Mean = 0.9036 Standard Deviation = 0.0709 Number of Observations = 13 Minimum Whisker = 0.7762 First Quartile = 0.85 Median = 0.9312 Third Quartile = 0.9583 Maximum Whisker = 1 Mean = 0.9036 Standard Deviation = 0.0709 Number of Observations = 13 Minimum Whisker = 0.7762 First Quartile = 0.85 Median = 0.9312 Third Quartile = 0.9583 Maximum Whisker = 1 Mean = 0.9036 Standard Deviation = 0.0709 Number of Observations = 13 Minimum Whisker = 0.7762 First Quartile = 0.85 Median = 0.9312 Third Quartile = 0.9583 Maximum Whisker = 1 Mean = 0.9036 Standard Deviation = 0.0709 Number of Observations = 13 Minimum Whisker = 0.7762 First Quartile = 0.85 Median = 0.9312 Third Quartile = 0.9583 Maximum Whisker = 1 Mean = 0.9036 Standard Deviation = 0.0709 Number of Observations = 13 Minimum Whisker = 0.7762 First Quartile = 0.85 Median = 0.9312 Third Quartile = 0.9583 Maximum Whisker = 1 Mean = 0.9036 Standard Deviation = 0.0709 Number of Observations = 13 Minimum Whisker = 0.7762 First Quartile = 0.85 Median = 0.9312 Third Quartile = 0.9583 Maximum Whisker = 1 Mean = 0.9036 Standard Deviation = 0.0709 Number of Observations = 13 Minimum Whisker = 0.7762 First Quartile = 0.85 Median = 0.9312 Third Quartile = 0.9583 Maximum Whisker = 1 Mean = 0.9036 Standard Deviation = 0.0709 Number of Observations = 13 Minimum Whisker = 0.7762 First Quartile = 0.85 Median = 0.9312 Third Quartile = 0.9583 Maximum Whisker = 1 Mean = 0.9036 Standard Deviation = 0.0709 Number of Observations = 13 Minimum Whisker = 0.7762 First Quartile = 0.85 Median = 0.9312 Third Quartile = 0.9583 Maximum Whisker = 1 Mean = 0.9036 Standard Deviation = 0.0709 Number of Observations = 13 Minimum Whisker = 0.7762 First Quartile = 0.85 Median = 0.9312 Third Quartile = 0.9583 Maximum Whisker = 1 Mean = 0.9036 Standard Deviation = 0.0709 Number of Observations = 13 Minimum Whisker = 0.6047 First Quartile = 0.798 Median = 0.8677 Third Quartile = 0.9531 Maximum Whisker = 1.075 Mean = 0.8556 Standard Deviation = 0.1421 Number of Observations = 10 Minimum Whisker = 0.6047 First Quartile = 0.798 Median = 0.8677 Third Quartile = 0.9531 Maximum Whisker = 1.075 Mean = 0.8556 Standard Deviation = 0.1421 Number of Observations = 10 Minimum Whisker = 0.6047 First Quartile = 0.798 Median = 0.8677 Third Quartile = 0.9531 Maximum Whisker = 1.075 Mean = 0.8556 Standard Deviation = 0.1421 Number of Observations = 10 Minimum Whisker = 0.6047 First Quartile = 0.798 Median = 0.8677 Third Quartile = 0.9531 Maximum Whisker = 1.075 Mean = 0.8556 Standard Deviation = 0.1421 Number of Observations = 10 Minimum Whisker = 0.6047 First Quartile = 0.798 Median = 0.8677 Third Quartile = 0.9531 Maximum Whisker = 1.075 Mean = 0.8556 Standard Deviation = 0.1421 Number of Observations = 10 Minimum Whisker = 0.6047 First Quartile = 0.798 Median = 0.8677 Third Quartile = 0.9531 Maximum Whisker = 1.075 Mean = 0.8556 Standard Deviation = 0.1421 Number of Observations = 10 Minimum Whisker = 0.6047 First Quartile = 0.798 Median = 0.8677 Third Quartile = 0.9531 Maximum Whisker = 1.075 Mean = 0.8556 Standard Deviation = 0.1421 Number of Observations = 10 Minimum Whisker = 0.6047 First Quartile = 0.798 Median = 0.8677 Third Quartile = 0.9531 Maximum Whisker = 1.075 Mean = 0.8556 Standard Deviation = 0.1421 Number of Observations = 10 Minimum Whisker = 0.6047 First Quartile = 0.798 Median = 0.8677 Third Quartile = 0.9531 Maximum Whisker = 1.075 Mean = 0.8556 Standard Deviation = 0.1421 Number of Observations = 10 Minimum Whisker = 0.6047 First Quartile = 0.798 Median = 0.8677 Third Quartile = 0.9531 Maximum Whisker = 1.075 Mean = 0.8556 Standard Deviation = 0.1421 Number of Observations = 10 Minimum Whisker = 0.6047 First Quartile = 0.798 Median = 0.8677 Third Quartile = 0.9531 Maximum Whisker = 1.075 Mean = 0.8556 Standard Deviation = 0.1421 Number of Observations = 10
Box Plot for pctrecov

'+' = MEAN RECOVERY OF SPIKES (IN PERCENT)