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)
| Product Number | 4H31-1-68 |
| CAS | 279-33-4 |
| MDL Number | MFCD18250272 |
| Molecular Formula | C5H9NO |
| Molecular Weight | 99.133 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory