On a mixed model on SPSS I got the following results:
in the table called "Type III Tests of Fixed Effectsa"
Source Numerator df Denominator df F Sig.
...
Genotype 5 96.287 3.542 **.006**
In the table called "Estimates of Fixed Effectsb"
Parameter Estimate Std. Error df t Sig. 95% Confidence Interval
Lower Bound Upper Bound
[Genotype=1] -.378349 .205116 96.779 -1.845 **.068** -.785459 .028761
[Genotype=2] -.203366 .283755 94.269 -.717 **.475** -.766747 .360015
[Genotype=3] .010477 .211701 99.681 .049 **.961** -.409548 .430502
...
(The p values are in bold, couldn't paste the table from excel). I'm still learning statistics so I'm not sure if I'm not missing something: what the results mean is the "genotype" is significant for the model test parameter (because the P was 0.06), but all the sub-groups under "genotype" (this is a parameter with 6 different groups) have p values more than 0.05 and that means there is no significant difference between them, so how can the p in the first table be < 0.05??