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)
| Product Number | 2H10-9-X6 |
| CAS | 66826-78-6 |
| MDL Number | MFCD02677716 |
| Molecular Formula | C8H7BrO |
| Molecular Weight | 199.047 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 49-50 ℃
TSCA: Not listed on TSCA inventory