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)
| Product Number | 2H17-9-X2 |
| CAS | 23489-36-3 |
| MDL Number | MFCD00176644 |
| Molecular Formula | C10H7BrO2 |
| Molecular Weight | 239.068 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 86-90 ℃
TSCA: Not listed on TSCA inventory
HTN: 2932.99.6100