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)
| Product Number | 7H66-3-25 |
| CAS | 1206524-21-1 |
| MDL Number | MFCD23382412 |
| Molecular Formula | C5H2F4N2S |
| Molecular Weight | 198.14 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory