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)
| Product Number | 4H56-9-L4 |
| Synonyms | 7-Bromo-1,2-benzoxazole |
| Purity | 97 % |
| CAS | 1260751-81-2 |
| MDL Number | MFCD11520894 |
| Molecular Formula | C7H4BrNO |
| Molecular Weight | 198.019 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 72-74 ℃
Hazard Statement: H302-H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900