![6-Phenylimidazo[2,1-b][1,3]thiazole-5-carboxylic acid](data:image/png;base64,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)
| Product Number | 8H70-1-2G |
| Synonyms | 6-Phenyl-imidazo[2,1-b]thiazole-5-carboxylic acid |
| CAS | 77628-52-5 |
| MDL Number | MFCD06669919 |
| Molecular Formula | C12H8N2O2S |
| Molecular Weight | 244.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 140 ℃
TSCA: Not listed on TSCA inventory