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)
| Product Number | 2H10-3-0D |
| Purity | 98 % |
| CAS | 944950-67-8 |
| MDL Number | MFCD31630108 |
| Molecular Formula | C9H8F2O2 |
| Molecular Weight | 186.158 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory