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)
| Product Number | 8H70-3-0K |
| Purity | 95 % |
| CAS | 63754-97-2 |
| MDL Number | MFCD09743881 |
| Molecular Formula | C7H4FNOS |
| Molecular Weight | 169.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory