| Product Number | 4H58-1-FP |
| CAS | 7535-59-3 |
| MDL Number | MFCD00797915 |
| Molecular Formula | C12H13NO3 |
| Molecular Weight | 219.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-FK
CAS: 38854-94-3
Molecule Weight: 219.24
Formula: C12H13NO3
PN: 4H58-1-FP
CAS: 7535-59-3
Molecule Weight: 219.24
Formula: C12H13NO3
![1-[(2-Chlorophenyl)methyl]-5-oxopyrrolidine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1W
CAS: 87341-46-6
Molecule Weight: 253.68
Formula: C12H12ClNO3
PN: 4H58-1-FN
CAS: 137641-62-4
Molecule Weight: 247.294
Formula: C14H17NO3
PN: 4H56-1-367
CAS: 125629-91-6
Molecule Weight: 205.257
Formula: C12H15NO2
PN: 4H29-1-0L
CAS: 195719-48-3
Molecule Weight: 219.24
Formula: C12H13NO3
PN: 4H21-1-XU
CAS: 31795-93-4
Molecule Weight: 205.257
Formula: C12H15NO2
TSCA: Not listed on TSCA inventory
