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)
| Product Number | 8H67-1-26 |
| Synonyms | 2,3-Dihydro-2-thioxo-1,3-oxazolo[4,5-b]pyridine |
| CAS | 53052-06-5 |
| MDL Number | MFCD01089040 |
| Molecular Formula | C6H4N2OS |
| Molecular Weight | 152.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 243-246 ℃
TSCA: Not listed on TSCA inventory