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)
| Product Number | 4654-1-V8 |
| Synonyms | 1,2-Epoxy-3-(4-nitrophenoxy)propane |
| Purity | 97 % |
| CAS | 5255-75-4 |
| MDL Number | MFCD00041845 |
| Molecular Formula | C9H9NO4 |
| Molecular Weight | 195.174 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 54-55 ℃
TSCA: Not listed on TSCA inventory
EINECS: 226-057-3