![diexo-(3-Aminobicyclo[2.2.1]hept-5-en-2-yl)methanol](data:image/png;base64,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)
| Product Number | 4456-1-10 |
| CAS | 95630-78-7 |
| MDL Number | MFCD09260372 |
| Molecular Formula | C8H13NO |
| Molecular Weight | 139.198 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 92-94 ℃
TSCA: Not listed on TSCA inventory