BQS ORGANIC BLIND SAMPLES
DETERMINATION: FLUCONAZOLE, Method: 2440
TESTIDCODE: 67478LCM56 , MEASURED IN NANOGRAMS PER LITER
05/21/14 TO 02/03/18
Open Data Set

VRefValue = 1 Water Year = 6 Box Plot Feature Value = 1.1162 Id = 112% Water Year = 4 Box Plot Feature Value = 0.1245 Id = 12% Water Year = 1 Box Plot Feature Value = 0.4245 Id = 42% Minimum Whisker = 0.6211 First Quartile = 0.688 Median = 0.7958 Third Quartile = 0.9333 Maximum Whisker = 1.0199 Mean = 0.8116 Standard Deviation = 0.1659 Number of Observations = 5 Minimum Whisker = 0.6211 First Quartile = 0.688 Median = 0.7958 Third Quartile = 0.9333 Maximum Whisker = 1.0199 Mean = 0.8116 Standard Deviation = 0.1659 Number of Observations = 5 Minimum Whisker = 0.6211 First Quartile = 0.688 Median = 0.7958 Third Quartile = 0.9333 Maximum Whisker = 1.0199 Mean = 0.8116 Standard Deviation = 0.1659 Number of Observations = 5 Minimum Whisker = 0.6211 First Quartile = 0.688 Median = 0.7958 Third Quartile = 0.9333 Maximum Whisker = 1.0199 Mean = 0.8116 Standard Deviation = 0.1659 Number of Observations = 5 Minimum Whisker = 0.6211 First Quartile = 0.688 Median = 0.7958 Third Quartile = 0.9333 Maximum Whisker = 1.0199 Mean = 0.8116 Standard Deviation = 0.1659 Number of Observations = 5 Minimum Whisker = 0.6211 First Quartile = 0.688 Median = 0.7958 Third Quartile = 0.9333 Maximum Whisker = 1.0199 Mean = 0.8116 Standard Deviation = 0.1659 Number of Observations = 5 Minimum Whisker = 0.6211 First Quartile = 0.688 Median = 0.7958 Third Quartile = 0.9333 Maximum Whisker = 1.0199 Mean = 0.8116 Standard Deviation = 0.1659 Number of Observations = 5 Minimum Whisker = 0.6211 First Quartile = 0.688 Median = 0.7958 Third Quartile = 0.9333 Maximum Whisker = 1.0199 Mean = 0.8116 Standard Deviation = 0.1659 Number of Observations = 5 Minimum Whisker = 0.6211 First Quartile = 0.688 Median = 0.7958 Third Quartile = 0.9333 Maximum Whisker = 1.0199 Mean = 0.8116 Standard Deviation = 0.1659 Number of Observations = 5 Minimum Whisker = 0.6211 First Quartile = 0.688 Median = 0.7958 Third Quartile = 0.9333 Maximum Whisker = 1.0199 Mean = 0.8116 Standard Deviation = 0.1659 Number of Observations = 5 Minimum Whisker = 0.6211 First Quartile = 0.688 Median = 0.7958 Third Quartile = 0.9333 Maximum Whisker = 1.0199 Mean = 0.8116 Standard Deviation = 0.1659 Number of Observations = 5 Minimum Whisker = 0.6423 First Quartile = 0.7684 Median = 0.8129 Third Quartile = 0.8982 Maximum Whisker = 0.9542 Mean = 0.8335 Standard Deviation = 0.1322 Number of Observations = 10 Minimum Whisker = 0.6423 First Quartile = 0.7684 Median = 0.8129 Third Quartile = 0.8982 Maximum Whisker = 0.9542 Mean = 0.8335 Standard Deviation = 0.1322 Number of Observations = 10 Minimum Whisker = 0.6423 First Quartile = 0.7684 Median = 0.8129 Third Quartile = 0.8982 Maximum Whisker = 0.9542 Mean = 0.8335 Standard Deviation = 0.1322 Number of Observations = 10 Minimum Whisker = 0.6423 First Quartile = 0.7684 Median = 0.8129 Third Quartile = 0.8982 Maximum Whisker = 0.9542 Mean = 0.8335 Standard Deviation = 0.1322 Number of Observations = 10 Minimum Whisker = 0.6423 First Quartile = 0.7684 Median = 0.8129 Third Quartile = 0.8982 Maximum Whisker = 0.9542 Mean = 0.8335 Standard Deviation = 0.1322 Number of Observations = 10 Minimum Whisker = 0.6423 First Quartile = 0.7684 Median = 0.8129 Third Quartile = 0.8982 Maximum Whisker = 0.9542 Mean = 0.8335 Standard Deviation = 0.1322 Number of Observations = 10 Minimum Whisker = 0.6423 First Quartile = 0.7684 Median = 0.8129 Third Quartile = 0.8982 Maximum Whisker = 0.9542 Mean = 0.8335 Standard Deviation = 0.1322 Number of Observations = 10 Minimum Whisker = 0.6423 First Quartile = 0.7684 Median = 0.8129 Third Quartile = 0.8982 Maximum Whisker = 0.9542 Mean = 0.8335 Standard Deviation = 0.1322 Number of Observations = 10 Minimum Whisker = 0.6423 First Quartile = 0.7684 Median = 0.8129 Third Quartile = 0.8982 Maximum Whisker = 0.9542 Mean = 0.8335 Standard Deviation = 0.1322 Number of Observations = 10 Minimum Whisker = 0.6423 First Quartile = 0.7684 Median = 0.8129 Third Quartile = 0.8982 Maximum Whisker = 0.9542 Mean = 0.8335 Standard Deviation = 0.1322 Number of Observations = 10 Minimum Whisker = 0.6423 First Quartile = 0.7684 Median = 0.8129 Third Quartile = 0.8982 Maximum Whisker = 0.9542 Mean = 0.8335 Standard Deviation = 0.1322 Number of Observations = 10 Minimum Whisker = 0.8 First Quartile = 0.8 Median = 0.8331 Third Quartile = 0.8662 Maximum Whisker = 0.8662 Mean = 0.8331 Standard Deviation = 0.0468 Number of Observations = 2 Minimum Whisker = 0.8 First Quartile = 0.8 Median = 0.8331 Third Quartile = 0.8662 Maximum Whisker = 0.8662 Mean = 0.8331 Standard Deviation = 0.0468 Number of Observations = 2 Minimum Whisker = 0.8 First Quartile = 0.8 Median = 0.8331 Third Quartile = 0.8662 Maximum Whisker = 0.8662 Mean = 0.8331 Standard Deviation = 0.0468 Number of Observations = 2 Minimum Whisker = 0.8 First Quartile = 0.8 Median = 0.8331 Third Quartile = 0.8662 Maximum Whisker = 0.8662 Mean = 0.8331 Standard Deviation = 0.0468 Number of Observations = 2 Minimum Whisker = 0.8 First Quartile = 0.8 Median = 0.8331 Third Quartile = 0.8662 Maximum Whisker = 0.8662 Mean = 0.8331 Standard Deviation = 0.0468 Number of Observations = 2 Minimum Whisker = 0.8 First Quartile = 0.8 Median = 0.8331 Third Quartile = 0.8662 Maximum Whisker = 0.8662 Mean = 0.8331 Standard Deviation = 0.0468 Number of Observations = 2 Minimum Whisker = 0.8 First Quartile = 0.8 Median = 0.8331 Third Quartile = 0.8662 Maximum Whisker = 0.8662 Mean = 0.8331 Standard Deviation = 0.0468 Number of Observations = 2 Minimum Whisker = 0.8 First Quartile = 0.8 Median = 0.8331 Third Quartile = 0.8662 Maximum Whisker = 0.8662 Mean = 0.8331 Standard Deviation = 0.0468 Number of Observations = 2 Minimum Whisker = 0.8 First Quartile = 0.8 Median = 0.8331 Third Quartile = 0.8662 Maximum Whisker = 0.8662 Mean = 0.8331 Standard Deviation = 0.0468 Number of Observations = 2 Minimum Whisker = 0.8 First Quartile = 0.8 Median = 0.8331 Third Quartile = 0.8662 Maximum Whisker = 0.8662 Mean = 0.8331 Standard Deviation = 0.0468 Number of Observations = 2 Minimum Whisker = 0.8 First Quartile = 0.8 Median = 0.8331 Third Quartile = 0.8662 Maximum Whisker = 0.8662 Mean = 0.8331 Standard Deviation = 0.0468 Number of Observations = 2 Minimum Whisker = 0.7744 First Quartile = 0.8151 Median = 0.9491 Third Quartile = 1.0225 Maximum Whisker = 1.0739 Mean = 0.8465 Standard Deviation = 0.309 Number of Observations = 8 Minimum Whisker = 0.7744 First Quartile = 0.8151 Median = 0.9491 Third Quartile = 1.0225 Maximum Whisker = 1.0739 Mean = 0.8465 Standard Deviation = 0.309 Number of Observations = 8 Minimum Whisker = 0.7744 First Quartile = 0.8151 Median = 0.9491 Third Quartile = 1.0225 Maximum Whisker = 1.0739 Mean = 0.8465 Standard Deviation = 0.309 Number of Observations = 8 Minimum Whisker = 0.7744 First Quartile = 0.8151 Median = 0.9491 Third Quartile = 1.0225 Maximum Whisker = 1.0739 Mean = 0.8465 Standard Deviation = 0.309 Number of Observations = 8 Minimum Whisker = 0.7744 First Quartile = 0.8151 Median = 0.9491 Third Quartile = 1.0225 Maximum Whisker = 1.0739 Mean = 0.8465 Standard Deviation = 0.309 Number of Observations = 8 Minimum Whisker = 0.7744 First Quartile = 0.8151 Median = 0.9491 Third Quartile = 1.0225 Maximum Whisker = 1.0739 Mean = 0.8465 Standard Deviation = 0.309 Number of Observations = 8 Minimum Whisker = 0.7744 First Quartile = 0.8151 Median = 0.9491 Third Quartile = 1.0225 Maximum Whisker = 1.0739 Mean = 0.8465 Standard Deviation = 0.309 Number of Observations = 8 Minimum Whisker = 0.7744 First Quartile = 0.8151 Median = 0.9491 Third Quartile = 1.0225 Maximum Whisker = 1.0739 Mean = 0.8465 Standard Deviation = 0.309 Number of Observations = 8 Minimum Whisker = 0.7744 First Quartile = 0.8151 Median = 0.9491 Third Quartile = 1.0225 Maximum Whisker = 1.0739 Mean = 0.8465 Standard Deviation = 0.309 Number of Observations = 8 Minimum Whisker = 0.7744 First Quartile = 0.8151 Median = 0.9491 Third Quartile = 1.0225 Maximum Whisker = 1.0739 Mean = 0.8465 Standard Deviation = 0.309 Number of Observations = 8 Minimum Whisker = 0.7744 First Quartile = 0.8151 Median = 0.9491 Third Quartile = 1.0225 Maximum Whisker = 1.0739 Mean = 0.8465 Standard Deviation = 0.309 Number of Observations = 8 Minimum Whisker = 0.6644 First Quartile = 0.797 Median = 0.88 Third Quartile = 1.0039 Maximum Whisker = 1.1761 Mean = 0.8958 Standard Deviation = 0.1353 Number of Observations = 32 Minimum Whisker = 0.6644 First Quartile = 0.797 Median = 0.88 Third Quartile = 1.0039 Maximum Whisker = 1.1761 Mean = 0.8958 Standard Deviation = 0.1353 Number of Observations = 32 Minimum Whisker = 0.6644 First Quartile = 0.797 Median = 0.88 Third Quartile = 1.0039 Maximum Whisker = 1.1761 Mean = 0.8958 Standard Deviation = 0.1353 Number of Observations = 32 Minimum Whisker = 0.6644 First Quartile = 0.797 Median = 0.88 Third Quartile = 1.0039 Maximum Whisker = 1.1761 Mean = 0.8958 Standard Deviation = 0.1353 Number of Observations = 32 Minimum Whisker = 0.6644 First Quartile = 0.797 Median = 0.88 Third Quartile = 1.0039 Maximum Whisker = 1.1761 Mean = 0.8958 Standard Deviation = 0.1353 Number of Observations = 32 Minimum Whisker = 0.6644 First Quartile = 0.797 Median = 0.88 Third Quartile = 1.0039 Maximum Whisker = 1.1761 Mean = 0.8958 Standard Deviation = 0.1353 Number of Observations = 32 Minimum Whisker = 0.6644 First Quartile = 0.797 Median = 0.88 Third Quartile = 1.0039 Maximum Whisker = 1.1761 Mean = 0.8958 Standard Deviation = 0.1353 Number of Observations = 32 Minimum Whisker = 0.6644 First Quartile = 0.797 Median = 0.88 Third Quartile = 1.0039 Maximum Whisker = 1.1761 Mean = 0.8958 Standard Deviation = 0.1353 Number of Observations = 32 Minimum Whisker = 0.6644 First Quartile = 0.797 Median = 0.88 Third Quartile = 1.0039 Maximum Whisker = 1.1761 Mean = 0.8958 Standard Deviation = 0.1353 Number of Observations = 32 Minimum Whisker = 0.6644 First Quartile = 0.797 Median = 0.88 Third Quartile = 1.0039 Maximum Whisker = 1.1761 Mean = 0.8958 Standard Deviation = 0.1353 Number of Observations = 32 Minimum Whisker = 0.6644 First Quartile = 0.797 Median = 0.88 Third Quartile = 1.0039 Maximum Whisker = 1.1761 Mean = 0.8958 Standard Deviation = 0.1353 Number of Observations = 32 Minimum Whisker = 0.4696 First Quartile = 0.7073 Median = 0.7619 Third Quartile = 0.8838 Maximum Whisker = 0.9517 Mean = 0.7691 Standard Deviation = 0.1132 Number of Observations = 30 Minimum Whisker = 0.4696 First Quartile = 0.7073 Median = 0.7619 Third Quartile = 0.8838 Maximum Whisker = 0.9517 Mean = 0.7691 Standard Deviation = 0.1132 Number of Observations = 30 Minimum Whisker = 0.4696 First Quartile = 0.7073 Median = 0.7619 Third Quartile = 0.8838 Maximum Whisker = 0.9517 Mean = 0.7691 Standard Deviation = 0.1132 Number of Observations = 30 Minimum Whisker = 0.4696 First Quartile = 0.7073 Median = 0.7619 Third Quartile = 0.8838 Maximum Whisker = 0.9517 Mean = 0.7691 Standard Deviation = 0.1132 Number of Observations = 30 Minimum Whisker = 0.4696 First Quartile = 0.7073 Median = 0.7619 Third Quartile = 0.8838 Maximum Whisker = 0.9517 Mean = 0.7691 Standard Deviation = 0.1132 Number of Observations = 30 Minimum Whisker = 0.4696 First Quartile = 0.7073 Median = 0.7619 Third Quartile = 0.8838 Maximum Whisker = 0.9517 Mean = 0.7691 Standard Deviation = 0.1132 Number of Observations = 30 Minimum Whisker = 0.4696 First Quartile = 0.7073 Median = 0.7619 Third Quartile = 0.8838 Maximum Whisker = 0.9517 Mean = 0.7691 Standard Deviation = 0.1132 Number of Observations = 30 Minimum Whisker = 0.4696 First Quartile = 0.7073 Median = 0.7619 Third Quartile = 0.8838 Maximum Whisker = 0.9517 Mean = 0.7691 Standard Deviation = 0.1132 Number of Observations = 30 Minimum Whisker = 0.4696 First Quartile = 0.7073 Median = 0.7619 Third Quartile = 0.8838 Maximum Whisker = 0.9517 Mean = 0.7691 Standard Deviation = 0.1132 Number of Observations = 30 Minimum Whisker = 0.4696 First Quartile = 0.7073 Median = 0.7619 Third Quartile = 0.8838 Maximum Whisker = 0.9517 Mean = 0.7691 Standard Deviation = 0.1132 Number of Observations = 30 Minimum Whisker = 0.4696 First Quartile = 0.7073 Median = 0.7619 Third Quartile = 0.8838 Maximum Whisker = 0.9517 Mean = 0.7691 Standard Deviation = 0.1132 Number of Observations = 30 Minimum Whisker = 0.6114 First Quartile = 0.8246 Median = 0.8973 Third Quartile = 1.004 Maximum Whisker = 1.1483 Mean = 0.8897 Standard Deviation = 0.1729 Number of Observations = 22 Minimum Whisker = 0.6114 First Quartile = 0.8246 Median = 0.8973 Third Quartile = 1.004 Maximum Whisker = 1.1483 Mean = 0.8897 Standard Deviation = 0.1729 Number of Observations = 22 Minimum Whisker = 0.6114 First Quartile = 0.8246 Median = 0.8973 Third Quartile = 1.004 Maximum Whisker = 1.1483 Mean = 0.8897 Standard Deviation = 0.1729 Number of Observations = 22 Minimum Whisker = 0.6114 First Quartile = 0.8246 Median = 0.8973 Third Quartile = 1.004 Maximum Whisker = 1.1483 Mean = 0.8897 Standard Deviation = 0.1729 Number of Observations = 22 Minimum Whisker = 0.6114 First Quartile = 0.8246 Median = 0.8973 Third Quartile = 1.004 Maximum Whisker = 1.1483 Mean = 0.8897 Standard Deviation = 0.1729 Number of Observations = 22 Minimum Whisker = 0.6114 First Quartile = 0.8246 Median = 0.8973 Third Quartile = 1.004 Maximum Whisker = 1.1483 Mean = 0.8897 Standard Deviation = 0.1729 Number of Observations = 22 Minimum Whisker = 0.6114 First Quartile = 0.8246 Median = 0.8973 Third Quartile = 1.004 Maximum Whisker = 1.1483 Mean = 0.8897 Standard Deviation = 0.1729 Number of Observations = 22 Minimum Whisker = 0.6114 First Quartile = 0.8246 Median = 0.8973 Third Quartile = 1.004 Maximum Whisker = 1.1483 Mean = 0.8897 Standard Deviation = 0.1729 Number of Observations = 22 Minimum Whisker = 0.6114 First Quartile = 0.8246 Median = 0.8973 Third Quartile = 1.004 Maximum Whisker = 1.1483 Mean = 0.8897 Standard Deviation = 0.1729 Number of Observations = 22 Minimum Whisker = 0.6114 First Quartile = 0.8246 Median = 0.8973 Third Quartile = 1.004 Maximum Whisker = 1.1483 Mean = 0.8897 Standard Deviation = 0.1729 Number of Observations = 22 Minimum Whisker = 0.6114 First Quartile = 0.8246 Median = 0.8973 Third Quartile = 1.004 Maximum Whisker = 1.1483 Mean = 0.8897 Standard Deviation = 0.1729 Number of Observations = 22 Minimum Whisker = 0.5068 First Quartile = 0.778 Median = 0.9361 Third Quartile = 0.9652 Maximum Whisker = 1.0748 Mean = 0.8735 Standard Deviation = 0.1596 Number of Observations = 12 Minimum Whisker = 0.5068 First Quartile = 0.778 Median = 0.9361 Third Quartile = 0.9652 Maximum Whisker = 1.0748 Mean = 0.8735 Standard Deviation = 0.1596 Number of Observations = 12 Minimum Whisker = 0.5068 First Quartile = 0.778 Median = 0.9361 Third Quartile = 0.9652 Maximum Whisker = 1.0748 Mean = 0.8735 Standard Deviation = 0.1596 Number of Observations = 12 Minimum Whisker = 0.5068 First Quartile = 0.778 Median = 0.9361 Third Quartile = 0.9652 Maximum Whisker = 1.0748 Mean = 0.8735 Standard Deviation = 0.1596 Number of Observations = 12 Minimum Whisker = 0.5068 First Quartile = 0.778 Median = 0.9361 Third Quartile = 0.9652 Maximum Whisker = 1.0748 Mean = 0.8735 Standard Deviation = 0.1596 Number of Observations = 12 Minimum Whisker = 0.5068 First Quartile = 0.778 Median = 0.9361 Third Quartile = 0.9652 Maximum Whisker = 1.0748 Mean = 0.8735 Standard Deviation = 0.1596 Number of Observations = 12 Minimum Whisker = 0.5068 First Quartile = 0.778 Median = 0.9361 Third Quartile = 0.9652 Maximum Whisker = 1.0748 Mean = 0.8735 Standard Deviation = 0.1596 Number of Observations = 12 Minimum Whisker = 0.5068 First Quartile = 0.778 Median = 0.9361 Third Quartile = 0.9652 Maximum Whisker = 1.0748 Mean = 0.8735 Standard Deviation = 0.1596 Number of Observations = 12 Minimum Whisker = 0.5068 First Quartile = 0.778 Median = 0.9361 Third Quartile = 0.9652 Maximum Whisker = 1.0748 Mean = 0.8735 Standard Deviation = 0.1596 Number of Observations = 12 Minimum Whisker = 0.5068 First Quartile = 0.778 Median = 0.9361 Third Quartile = 0.9652 Maximum Whisker = 1.0748 Mean = 0.8735 Standard Deviation = 0.1596 Number of Observations = 12 Minimum Whisker = 0.5068 First Quartile = 0.778 Median = 0.9361 Third Quartile = 0.9652 Maximum Whisker = 1.0748 Mean = 0.8735 Standard Deviation = 0.1596 Number of Observations = 12
Box Plot for pctrecov

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