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)
| Product Number | 3H32-9-B6 |
| Purity | 97 % |
| CAS | 55635-64-8 |
| MDL Number | MFCD11043997 |
| Molecular Formula | C6H5BrN4 |
| Molecular Weight | 213.038 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory