Table 3.
BV/TV | Tb.Th | Tb.N | Tb.Sp | ||
---|---|---|---|---|---|
NS | ↓ p<0.0001 | ↑ p<0.0001 | |||
NS | |||||
↓ p<0.05 | |||||
Race (B) | |||||
A*G | p<0.009 | ||||
A*P | |||||
A*R | |||||
G*P | |||||
G*R | |||||
P*R | |||||
A*G*P | |||||
A*G*R | |||||
A*P*R | |||||
G*P*R | |||||
A*G*P*R | |||||
F: Age ↓ p<0.002 | |||||
F: P(T12) ↓ p<0.03 | |||||
see Fig. 3 | |||||
SD | Age | NS | ↑ p<0.0003 | ||
G (F) | ↑ p<0.009 | ↑ p<0.01 | NS | ||
P (T12) | ↑ p=0.0154 | ↑ p<0.04 | |||
Race (B) | NS | ||||
A*G | NS | ||||
A*P | NS | ||||
A*R | NS | ||||
G*P | p<0.04 | ||||
G*R | NS | ||||
P*R | NS | ||||
A*G*P | NS | ||||
A*G*R | p<0.03 | ||||
A*P*R | NS | ||||
G*P*R | NS | ||||
A*G*P*R | p<0.05 | ||||
M: P(T12) ↑ p<0.006 | |||||
BFL: Age ↑ p<0.05 | |||||
WFT: : Age ↓ p<0.03 | |||||
BMT: Age ↑ p<0.03 | |||||
see Fig. 4 | |||||
CV | Age | ↑ p<0.004 | ↑ p<0.008 | ↑ p<0.03 | |
G (F) | ↑ p<0.04 | ↑ p=0.0136 | NS | NS | |
P (T12) | NS | ↑ p=0.0140 | ↑ p<0.007 | ||
Race (B) | NS | NS | NS | ||
A*G | NS | NS | NS | ||
A*P | NS | NS | NS | ||
A*R | NS | NS | NS | ||
G*P | NS | p<0.04 | NS | ||
G*R | NS | NS | NS | ||
P*R | NS | NS | NS | ||
A*G*P | NS | ||||
A*G*R | p=0.0195 | p<0.03 | p<0.007 | ||
A*P*R | NS | ||||
G*P*R | NS | ||||
A*G*P*R | p<0.04 | ||||
B: Age ↑ p<0.003 | BFL: Age ↑ p<0.008 | BF: Age ↑ p<0.009 | |||
BF: Age ↑ p<0.003 | BFT: Age ↑ p<0.04 | ||||
B: G(F) ↑ p<0.04 |
An adjustment for multiple tests, taking into account the correlations between all parameters, suggested that a p-value of 0.0196 be considered as significant for an α of 0.05.