TABLE 2.
Competitor | Binding of ac-isoDGR/STV-HRP to |
|||||||||
---|---|---|---|---|---|---|---|---|---|---|
αvβ3 |
αvβ5 |
αvβ6 |
αvβ8 |
α5β1 |
||||||
na | Kib | n | Ki | n | Ki | n | Ki | n | Ki | |
nm | nm | nm | nm | nm | ||||||
isoDGR-2C | 6 | 9 ± 2 | 6 | 380 ± 108 | 6 | 118 ± 39 | 4 | 710 ± 68 | 4 | 95 ± 33f |
ac-isoDGR-2C | 5 | 2 ± 0.4c | 5 | 29 ± 7 | 4 | 5 ± 2 | 3 | 22 ± 6 | 3 | 6 ± 2 |
isoDGR-2G | 3 | 1086 ± 186d | 3 | 6138 ± 1756 | 3 | 256 ± 52 | 3 | 7370 ± 820 | 3 | 1489 ± 424 |
ac-isoDGR-2G | 3 | 254 ± 81e | 3 | 845 ± 65 | 3 | 163 ± 26 | 3 | 878 ± 71 | 3 | 226 ± 39 |
a n, number of independent experiments (each in duplicate).
b Ki: equilibrium dissociation constant of the competitor (mean ± S.E.). Ki was calculated by nonlinear regression analysis of competitive binding data by using the “One site-Fit Ki” equation of the GraphPad Prism Software (GraphPad Software, Version 5.00 San Diego, CA).
c p < 0.05 (ac-isoDGR-2C versus isoDGR-2C).
d p < 0.05 (isoDGR-2G versus isoDGR-2C).
e p < 0.01 (ac-isoDGR-2G versus ac-isoDGR-2C).
f p < 0.05 (α5β1 versus αvβ3).