![Ethyl 3-({[(2-chloroethyl)amino]carbonyl}amino)benzoate](data:image/png;base64,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)
| Product Number | 4653-5-01 |
| Synonyms | 3-[3-(2-Chloroethyl)ureido]benzoic acid ethyl ester |
| CAS | 803729-93-3 |
| MDL Number | MFCD09836176 |
| Molecular Formula | C12H15ClN2O3 |
| Molecular Weight | 270.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4653-5-01
CAS: 803729-93-3
Molecule Weight: 270.71
Formula: C12H15ClN2O3
PN: 4653-5-0H
CAS: 13908-47-9
Molecule Weight: 270.71
Formula: C12H15ClN2O3
![3-[(Dimethylcarbamoyl)amino]benzoic acid](data:image/png;base64,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)
PN: 4653-1-X0
CAS: 896160-52-4
Molecule Weight: 208.217
Formula: C10H12N2O3
PN: 4653-1-06
CAS: 1427460-49-8
Molecule Weight: 234.255
Formula: C12H14N2O3
![Methyl 4-({[(2-chloroethyl)amino]carbonyl}amino)benzoate](data:image/png;base64,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)
PN: 4653-5-04
CAS: 380324-25-4
Molecule Weight: 256.69
Formula: C11H13ClN2O3
TSCA: Not listed on TSCA inventory