![2-[2-(Trifluoromethyl)phenyl]pyrrolidine hydrochloride](data:image/png;base64,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)
| Product Number | 3H31-7-53 |
| CAS | 1189434-97-6 |
| MDL Number | MFCD03840006 |
| Molecular Formula | C11H13ClF3N |
| Molecular Weight | 251.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-7-53
CAS: 1189434-97-6
Molecule Weight: 251.68
Formula: C11H13ClF3N
PN: 3H31-1-48
CAS: 129540-23-4
Molecule Weight: 161.248
Formula: C11H15N
PN: 3H31-1-FZ
CAS: 298690-87-6
Molecule Weight: 175.275
Formula: C12H17N
![2-[4-(Trifluoromethyl)phenyl]pyrrolidine](data:image/png;base64,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)
PN: 3H31-3-30
CAS: 298690-84-3
Molecule Weight: 215.219
Formula: C11H12F3N
TSCA: Not listed on TSCA inventory