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)
| Product Number | 7H70-9-08 |
| Purity | 95 % |
| CAS | 419557-26-9 |
| MDL Number | MFCD01456275 |
| Molecular Formula | C11H7BrN2S |
| Molecular Weight | 279.16 |
| 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