![3-Aza-2-(trifluoromethyl)bicyclo[3.1.0]hexane](data:image/png;base64,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)
| Product Number | 3H31-3-Z3 |
| CAS | 1212082-75-1 |
| MDL Number | MFCD14525504 |
| Molecular Formula | C6H8F3N |
| Molecular Weight | 151.132 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-3-Z3
CAS: 1212082-75-1
Molecule Weight: 151.132
Formula: C6H8F3N
PN: 3H31-3-07
CAS: 154630-93-0
Molecule Weight: 153.148
Formula: C6H10F3N
PN: 3H31-3-S5
CAS: 154727-51-2
Molecule Weight: 153.148
Formula: C6H10F3N
PN: 3H31-3-R5
CAS: 1212734-83-2
Molecule Weight: 153.148
Formula: C6H10F3N
![7,7-Difluoro-2-azabicyclo[4.1.0]heptane hydrochloride](data:image/png;base64,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)
PN: 3H31-7-4N
CAS:
Molecule Weight: 169.6
Formula: C6H10ClF2N
TSCA: Not listed on TSCA inventory