![4-[4-(2,5-Dimethyl-1H-pyrrol-1-yl)phenyl]pyrimidin-2-amine](data:image/png;base64,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)
| Product Number | 3H30-1-LJ |
| CAS | 865658-21-5 |
| MDL Number | MFCD03848450 |
| Molecular Formula | C16H16N4 |
| Molecular Weight | 264.332 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory