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)
| Product Number | 7H70-1-0W |
| Purity | 95.0 % |
| CAS | 710268-50-1 |
| MDL Number | MFCD14584829 |
| Molecular Formula | C14H20N2S |
| Molecular Weight | 248.39 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 76-77 ℃
TSCA: Not listed on TSCA inventory