![4-[(2,5-Dioxotetrahydro-1H-imidazol-4-yliden)methyl]phenyl 3-chloro-2,2-dimethylpropanoate](data:image/png;base64,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)
| Product Number | 4H29-5-18 |
| CAS | 245072-83-7 |
| MDL Number | MFCD00828929 |
| Molecular Formula | C15H15ClN2O4 |
| Molecular Weight | 322.75 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory