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)
| Product Number | 7H70-5-2B |
| Purity | 95 % |
| CAS | 13316-12-6 |
| MDL Number | MFCD16657018 |
| Molecular Formula | C5H2ClN3S |
| Molecular Weight | 171.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory