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)
| Product Number | 4H48-5-77 |
| Synonyms | 2-[2-(2-Chloroethoxy)ethyl]-1H-isoindole-1,3(2H)-dione |
| CAS | 58290-51-0 |
| MDL Number | MFCD00196075 |
| Molecular Formula | C12H12ClNO3 |
| Molecular Weight | 253.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 72-73 ℃
TSCA: Not listed on TSCA inventory