| Product Number | 4248-1-0J |
| Purity | 98 % |
| CAS | 3217-94-5 |
| MDL Number | MFCD11505594 |
| Molecular Formula | C6H11NO |
| Molecular Weight | 113.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![Bicyclo[2.2.1]heptane-1-carboxamide](data:image/png;base64,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)
PN: 4248-1-08
CAS: 69095-03-0
Molecule Weight: 139.198
Formula: C8H13NO
![Bicyclo[1.1.1]pentane-1-carboxamide](data:image/png;base64,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)
PN: 4248-1-27
CAS: 107474-98-6
Molecule Weight: 111.144
Formula: C6H9NO
TSCA: Not listed on TSCA inventory
