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)
| Product Number | 4H30-1-88 |
| Synonyms | 6,7,8,9-Tetrahydrodibenzo[b,d]furan-2-amine |
| Purity | 97 % |
| CAS | 38084-44-5 |
| MDL Number | MFCD03767365 |
| Molecular Formula | C12H13NO |
| Molecular Weight | 187.242 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 73-73 ℃
TSCA: Not listed on TSCA inventory