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)
| Product Number | 3H32-B-1J |
| CAS | 1368664-08-7 |
| MDL Number | MFCD20923664 |
| Molecular Formula | C7H4BrFN2 |
| Molecular Weight | 215.025 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory