![Methyl 3-[(pyrrolidin-1-yl)methyl]benzoate](data:image/png;base64,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)
| Product Number | 4H58-1-9G |
| Synonyms | 1-[3-(Methoxycarbonyl)benzyl]pyrrolidine |
| Purity | 97 % |
| CAS | 321198-22-5 |
| MDL Number | MFCD09909459 |
| Molecular Formula | C13H17NO2 |
| Molecular Weight | 219.284 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-9G
CAS: 321198-22-5
Molecule Weight: 219.284
Formula: C13H17NO2
PN: 4H21-1-9M
CAS: 884507-41-9
Molecule Weight: 205.257
Formula: C12H15NO2
PN: 4H21-1-FJ
CAS: 158861-24-6
Molecule Weight: 219.284
Formula: C13H17NO2
PN: 4H21-5-W1
CAS: 863991-96-2
Molecule Weight: 529.5
Formula: C26H38Cl2N2O5
![Methyl 3-{[4-(trifluoromethyl)piperidin-1-yl]methyl}benzoate](data:image/png;base64,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)
PN: 4H23-3-90
CAS: 1000339-86-5
Molecule Weight: 301.309
Formula: C15H18F3NO2
![Methyl 3-[(4-methylpiperazin-1-yl)methyl]benzoate](data:image/png;base64,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)
PN: 4H23-1-82
CAS: 658689-29-3
Molecule Weight: 248.326
Formula: C14H20N2O2
PN: 4658-1-7X
CAS: 922163-35-7
Molecule Weight: 179.219
Formula: C10H13NO2
PN: 4H21-5-67
CAS: 857283-67-1
Molecule Weight: 275.73
Formula: C12H18ClNO4
TSCA: Not listed on TSCA inventory