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. Author manuscript; available in PMC: 2013 Oct 1.
Published in final edited form as: Pain. 2012 Aug 4;153(10):2009–2016. doi: 10.1016/j.pain.2012.04.026

Table 3.

Estimation of probabilities (p) of the number of subjects responding at given levels relative to PBS→PBS-treated rats during TEST given groups size and a normal distribution by chi-squared test.

PBS → PBS (n = 8) MOR → PBS (n = 19) MOR → NLX (n= 10)
Subjects during TEST in PBS → PBS group Expected number of subjects Number of subjects observed p Expected number of subjects Number of subjects observed p Expected number of subjects Number of subjects observed p
> 0 SDs 4 4 0.317 9.5 9 0.819 5 4 0.527
> 1 SDs 1.269 1 0.365 3.014 6 0.061 1.587 1 0.612
> 2 SDs 0.182 0 0.374 0.432 4 4×10-8 0.228 0 0.629
> 3 SDs 0.0108 0 0.472 0.026 3 4×10-77 0.014 0 0.907
> 4 SDs 3×10-4 0 0.479 0.001 2 10-99< 3×10-4 0 0.986
> 5 SDs 2×10-6 0 0.479 5×10-6 ` 10-99< 3×10-6 0 0.999
> 6 SDs 8×10-9 0 0.480 2×10-8 1 10-99< 1×10-8 0 1.000

See Results for complete explanation of analysis method. p values (chi-squared test) less than 0.05 are bolded.