![3-(4-Bromophenyl)pyrido[2,1-b][1,3]thiazol-4-ium tetrafluoroborate](data:image/png;base64,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)
| Product Number | 7H60-B-02 |
| CAS | 74325-34-1 |
| MDL Number | MFCD00157683 |
| Molecular Formula | C13H9BBrF4NS |
| Molecular Weight | 377.99 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory