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)
| Product Number | 4648-1-25 |
| Purity | 95 % |
| CAS | 919349-40-9 |
| MDL Number | MFCD26408125 |
| Molecular Formula | C15H18N2O5 |
| Molecular Weight | 306.318 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory