| Product Number | 4H58-1-18 |
| Purity | 95 % |
| CAS | 136465-81-1 |
| MDL Number | MFCD01313226 |
| Molecular Formula | C14H26N2O |
| Molecular Weight | 238.375 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-18
CAS: 136465-81-1
Molecule Weight: 238.375
Formula: C14H26N2O
![2-Azabicyclo[2.2.1]heptane-3-carboxamide](data:image/png;base64,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)
PN: 4H48-1-BZ
CAS: 135793-21-4
Molecule Weight: 140.186
Formula: C7H12N2O
PN: 4H48-5-8R
CAS: 690634-80-1
Molecule Weight: 246.78
Formula: C12H23ClN2O
Melting Point: 115-117 ℃
TSCA: Not listed on TSCA inventory
EINECS: 603-964-6