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)
| Product Number | 7H70-9-0L |
| Purity | 98.0 % |
| CAS | 944581-09-3 |
| MDL Number | MFCD11036022 |
| Molecular Formula | C5H3BrN2S |
| Molecular Weight | 203.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory