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)
| Product Number | 3H31-1-A3 |
| CAS | 665-41-8 |
| MDL Number | MFCD09056848 |
| Molecular Formula | C7H13N |
| Molecular Weight | 111.188 |
| Units | Price (USD) | Availability |
|---|
![2-Azaspiro[3.3]heptane hydrochloride](data:image/png;base64,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)
PN: 3H31-5-BV
CAS: 1420271-08-4
Molecule Weight: 133.62
Formula: C6H12ClN
PN: 3231-1-0C
CAS: 25756-29-0
Molecule Weight: 127.231
Formula: C8H17N
PN: 3231-1-07
CAS: 1365939-73-6
Molecule Weight: 113.204
Formula: C7H15N
![2-Azaspiro[3.4]octane hemioxalate](data:image/png;base64,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)
PN: 4H22-1-74
CAS: 1523617-94-8
Molecule Weight: 312.41
Formula: C16H28N2O4
TSCA: Not listed on TSCA inventory
![2-Azaspiro[3.5]nonane](data:image/png;base64,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)