Project measure / variable:   Gould1   immob200

ID, description, units MPD:37402   immob200   duration of immobility   [s]  dose: 200 mg/kg  
lithium study
Data set, strains Gould1   inbred   11 strains     sex: m     age: 7-8wks
Procedure forced swim test
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  STRAIN COMPARISON PLOT
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Gould1 - duration of immobility dose: 200 mg/kg



  MEASURE SUMMARY
Measure Summary Male
Number of strains tested11 strains
Mean of the strain means97.2   s
Median of the strain means78.5   s
SD of the strain means± 76.3
Coefficient of variation (CV)0.786
Min–max range of strain means1.75   –   218   s
Mean sample size per strain7.7   mice


  ANOVA, Q-Q NORMALITY ASSESSMENT
ANOVA summary      
FactorDFSum of squaresMean sum of squaresF valuep value (Pr>F)
strain 10 439316.0889 43931.6089 39.312 < 0.0001
Residuals 72 80460.875 1117.5122


Q-Q normality assessment based on residuals

  


  STRAIN MEANS (UNADJUSTED)
  
Select table page:
Strain Sex Mean SD N mice SEM CV Min, Max Z score
129S6/SvEvTac m 138.0 40.6   8 14.3 0.293 81.0, 199.0 0.54
A/J m 174.0 23.1   8 8.15 0.133 135.0, 202.0 1.01
BALB/cJ m 218.0 11.7   8 4.15 0.0539 195.0, 234.0 1.58
C3H/HeNHsd m 78.5 46.8   8 16.6 0.597 18.0, 146.0 -0.24
C57BL/6J m 188.0 22.3   8 7.9 0.119 151.0, 214.0 1.19
CBA/J m 46.5 24.1   8 8.51 0.518 9.0, 78.0 -0.66
Crl:CD-1(ICR) m 56.5 50.9   6 20.8 0.901 -0.53
DBA/2J m 132.0 57.4   8 20.3 0.434 50.0, 209.0 0.46
FVB/NJ m 4.5 2.59   6 1.06 0.575 -1.21
Hsd:NIHS m 31.0 29.6   7 11.2 0.956 5.0, 94.0 -0.87
NTac:NIHBS m 1.75 3.11   8 1.1 1.77 -1.25


  LEAST SQUARES MEANS (MODEL-ADJUSTED)
Strain Sex Mean SEM UpperCL LowerCL
129S6/SvEvTac m 138.5 11.819 162.0608 114.9392
A/J m 173.5 11.819 197.0608 149.9392
BALB/cJ m 217.75 11.819 241.3108 194.1892
C3H/HeNHsd m 78.5 11.819 102.0608 54.9392
C57BL/6J m 188.0 11.819 211.5608 164.4392
CBA/J m 46.5 11.819 70.0608 22.9392
Crl:CD-1(ICR) m 56.5 13.6474 83.7056 29.2944
DBA/2J m 132.125 11.819 155.6858 108.5642
FVB/NJ m 4.5 13.6474 31.7056 0.0
Hsd:NIHS m 31.0 12.6351 56.1875 5.8125
NTac:NIHBS m 1.75 11.819 25.3108 0.0




  GWAS USING LINEAR MIXED MODELS