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)
| Product Number | 4H48-1-3Q |
| CAS | 400744-13-0 |
| MDL Number | MFCD04039077 |
| Molecular Formula | C12H11NO2 |
| Molecular Weight | 201.225 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory