![5-[4-(Bromo-3,5-dimethylpyrazol-1-yl)methyl]-2-furoic acid](data:image/png;base64,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)
| Product Number | 4H21-1-L1 |
| CAS | 306935-28-4 |
| MDL Number | MFCD00209309 |
| Molecular Formula | C11H11BrN2O3 |
| Molecular Weight | 299.124 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 207-208 ℃
TSCA: Not listed on TSCA inventory