![4-N-[2(4-Chloropyrimidinyl)]amino benzonitrile](data:image/png;base64,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)
| Product Number | 3H37-5-69 |
| Purity | 97 % |
| CAS | 244768-32-9 |
| MDL Number | MFCD08443699 |
| Molecular Formula | C11H7ClN4 |
| Molecular Weight | 230.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory