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)
| Product Number | 2610-5-X0 |
| Synonyms | 3-(3,4-Dichlorophenoxy)-1,2-propenoxide; 3-(3,4-Dichlorophenoxy)-1,2-epoxypropane |
| CAS | 21320-30-9 |
| MDL Number | MFCD00831502 |
| Molecular Formula | C9H8Cl2O2 |
| Molecular Weight | 219.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Boiling Point: 170 ℃ @ 8 mmHg
TSCA: Not listed on TSCA inventory