![(2S,5R,6R)-6-Amino-2,2-dimethyl-5-oxoperhydroazeto[2,1-b][1,3]thiazole-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 8H57-1-21 |
| Synonyms | 6-Aminopenicillanic acid |
| Purity | 98 % |
| CAS | 551-16-6 |
| MDL Number | MFCD00005176 |
| Molecular Formula | C8H12N2O3S |
| Molecular Weight | 216.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 198-200(dec.) ℃
TSCA: Not listed on TSCA inventory