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)
| Product Number | 7H70-9-51 |
| CAS | 346691-90-5 |
| MDL Number | MFCD28805994 |
| Molecular Formula | C18H18BrN3S |
| Molecular Weight | 388.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory