ammonium bromide](data:image/png;base64,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)
| Product Number | 3H33-D-03 |
| CAS | 849060-73-7 |
| MDL Number | MFCD00208577 |
| Molecular Formula | C12H19BrCl2N2 |
| Molecular Weight | 342.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory