![3-(4-Bromophenyl)[1,3]thiazolo[2,3-a]isoquinolin-4-ium tetrafluoroborate](data:image/png;base64,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)
| Product Number | 7H60-B-03 |
| CAS | 107454-04-6 |
| MDL Number | MFCD00176839 |
| Molecular Formula | C17H11BBrF4NS |
| Molecular Weight | 428.05 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory