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)
| Product Number | 4H56-1-0R3 |
| Purity | 95 % |
| CAS | 1246187-79-0 |
| MDL Number | MFCD19220937 |
| Molecular Formula | C7H13NO2 |
| Molecular Weight | 143.186 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory