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)
| Product Number | 7367-1-X0 |
| Synonyms | 1,3-Bis[(dimethylamino)methylidene]thiourea |
| CAS | 96818-59-6 |
| MDL Number | MFCD00173502 |
| Molecular Formula | C7H14N4S |
| Molecular Weight | 186.28 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 187-189 ℃
TSCA: Not listed on TSCA inventory
HTN: 2930.90.9190