| Product Number | 3H31-1-7G |
| Purity | 97 % |
| CAS | 1003-28-7 |
| MDL Number | MFCD02663413 |
| Molecular Formula | C6H13N |
| Molecular Weight | 99.177 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-1-R6
CAS: 62617-70-3
Molecule Weight: 99.177
Formula: C6H13N
![7-Azabicyclo[2.2.1]heptane hydrochloride](data:image/png;base64,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)
PN: 3H31-5-2E
CAS: 27514-07-4
Molecule Weight: 133.62
Formula: C6H12ClN
TSCA: Not listed on TSCA inventory
![7-Azabicyclo[2.2.1]heptane](data:image/png;base64,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)
