![1-(4-Bromophenyl)-3-methyl-1H-[1,2,3]triazolo[1,5-b]isoquinolin-10-ium bromide](data:image/png;base64,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)
| Product Number | 3H33-9-13 |
| CAS | 287491-05-8 |
| MDL Number | MFCD00178818 |
| Molecular Formula | C17H13Br2N3 |
| Molecular Weight | 419.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory