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)
| Product Number | 4H48-3-9R |
| Purity | 97 % |
| CAS | 1151397-80-6 |
| MDL Number | MFCD14584723 |
| Molecular Formula | C10H10FNO |
| Molecular Weight | 179.194 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory