| Product Number | 3H31-1-T1 |
| Synonyms | [(Pyrrolidin-3-yl)methyl]benzene |
| CAS | 170304-83-3 |
| MDL Number | MFCD01862537 |
| Molecular Formula | C11H15N |
| Molecular Weight | 161.248 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-5-70
CAS: 1003561-96-3
Molecule Weight: 211.73
Formula: C12H18ClN
![3-[(4-Fluorophenyl)methyl]pyrrolidine](data:image/png;base64,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)
PN: 3H31-3-88
CAS: 193220-17-6
Molecule Weight: 179.238
Formula: C11H14FN
PN: 3H31-1-4D
CAS: 781595-51-5
Molecule Weight: 203.329
Formula: C14H21N
PN: 3H31-5-62
CAS: 193204-22-7
Molecule Weight: 211.73
Formula: C12H18ClN
PN: 3H31-1-4E
CAS: 92822-01-0
Molecule Weight: 189.302
Formula: C13H19N
TSCA: Not listed on TSCA inventory
