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)
| Product Number | 7H66-7-55 |
| CAS | 2092627-98-8 |
| MDL Number | MFCD29767670 |
| Molecular Formula | C7H3ClF2N2S |
| Molecular Weight | 220.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory