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)
| Product Number | D411-B-73 |
| CAS | 1190314-85-2 |
| MDL Number | MFCD12962798 |
| Molecular Formula | C7H5FN2O |
| Molecular Weight | 152.128 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090