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)
| Product Number | 7H70-5-07 |
| CAS | 319442-16-5 |
| MDL Number | MFCD09834968 |
| Molecular Formula | C7H5ClN2S |
| Molecular Weight | 184.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 82-84 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090