![(4R)-4-Amino-1-[(2,4-dimethoxyphenyl)methyl]pyrrolidin-2-one](data:image/png;base64,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)
| Product Number | 4H56-1-R03 |
| Purity | 97.0 % |
| CAS | 1638771-15-9 |
| MDL Number | MFCD28502364 |
| Molecular Formula | C13H18N2O3 |
| Molecular Weight | 250.298 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-1-R03
CAS: 1638771-15-9
Molecule Weight: 250.298
Formula: C13H18N2O3
![(4S)-4-Amino-1-[(2,4-dimethoxyphenyl)methyl]pyrrolidin-2-one](data:image/png;base64,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)
PN: 4H56-1-S11
CAS: 1638767-82-4
Molecule Weight: 250.298
Formula: C13H18N2O3
![1-[(2,4-Dimethoxyphenyl)methyl]-5-oxopyrrolidine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-VX
CAS: 304858-45-5
Molecule Weight: 279.292
Formula: C14H17NO5
![(3S)-1-[(2,4-Dimethoxyphenyl)methyl]-5-oxopyrrolidine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-SV
CAS: 755025-16-2
Molecule Weight: 279.292
Formula: C14H17NO5
PN: 4H30-1-32
CAS: 368429-69-0
Molecule Weight: 190.246
Formula: C11H14N2O
PN: 4H48-1-03G
CAS: 60737-65-7
Molecule Weight: 205.257
Formula: C12H15NO2
TSCA: Not listed on TSCA inventory