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)
| Product Number | 3637-3-Y6 |
| CAS | 262433-48-7 |
| MDL Number | MFCD00119931 |
| Molecular Formula | C12H16FN3 |
| Molecular Weight | 221.279 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory