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)
| Product Number | 7H70-9-06 |
| Purity | 95 % |
| CAS | 854494-45-4 |
| MDL Number | MFCD13176693 |
| Molecular Formula | C7H4BrNS |
| Molecular Weight | 214.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090