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)
| Product Number | 4H07-1-44 |
| Purity | 97 % |
| CAS | 857284-15-2 |
| MDL Number | MFCD07772852 |
| Molecular Formula | C10H9NO3 |
| Molecular Weight | 191.186 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory