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)
| Product Number | 3H31-3-96 |
| CAS | 942899-94-7 |
| MDL Number | MFCD11183406 |
| Molecular Formula | C12H11FN2 |
| Molecular Weight | 202.232 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory