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)
| Product Number | 3H32-9-FM |
| Purity | 98 % |
| CAS | 1427404-87-2 |
| MDL Number | MFCD23710563 |
| Molecular Formula | C7H5BrN2 |
| Molecular Weight | 197.035 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory