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)
| Product Number | 4H21-9-2A |
| CAS | 1026201-45-5 |
| MDL Number | MFCD12195903 |
| 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