![3-(4-Chlorophenyl)-6-methyl-3H-[1,2,3,4]tetraazolo[1,5-a]pyridin-4-ium tetrafluoroborate](data:image/png;base64,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)
| Product Number | 7H60-7-05 |
| CAS | 287490-92-0 |
| MDL Number | MFCD00176841 |
| Molecular Formula | C12H10BClF4N4 |
| Molecular Weight | 332.49 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory