![Ethyl imidazo[2,1-b][1,3]thiazole-6-carboxylate](data:image/png;base64,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)
| Product Number | 8H70-1-U1 |
| Purity | 97 % |
| CAS | 64951-04-8 |
| MDL Number | MFCD03419464 |
| Molecular Formula | C8H8N2O2S |
| Molecular Weight | 196.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 87-91 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.10.9000