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acid](data:image/png;base64,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)
| Product Number | 4H21-9-03 |
| Purity | 95 % |
| CAS | 749849-14-7 |
| MDL Number | MFCD04116918 |
| Molecular Formula | C8H5BrN2O2 |
| Molecular Weight | 241.044 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory