![Ethyl [4-(2-oxoimidazolidin-1-yl)phenyl]acetate](data:image/png;base64,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)
| Product Number | 4H53-1-57 |
| Purity | 95 % |
| CAS | 1512734-66-5 |
| MDL Number | MFCD22121425 |
| Molecular Formula | C13H16N2O3 |
| Molecular Weight | 248.282 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H53-1-57
CAS: 1512734-66-5
Molecule Weight: 248.282
Formula: C13H16N2O3
![[4-(2-Oxoimidazolidin-1-yl)phenyl]acetic acid](data:image/png;base64,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)
PN: 4H53-1-64
CAS: 492445-92-8
Molecule Weight: 220.228
Formula: C11H12N2O3
![Ethyl [4-({[(2-chloroethyl)amino]carbonyl}amino)phenyl]acetate](data:image/png;base64,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)
PN: 4658-5-46
CAS:
Molecule Weight: 284.74
Formula: C13H17ClN2O3
PN: 4H29-1-0X
CAS: 627901-54-6
Molecule Weight: 220.228
Formula: C11H12N2O3
PN: 4H53-1-0A
CAS: 167626-55-3
Molecule Weight: 206.201
Formula: C10H10N2O3
TSCA: Not listed on TSCA inventory