![diexo-3-Amino-7-oxabicyclo[2.2.1]heptane-2-carboxylic acid ethyl ester hydrochloride](data:image/png;base64,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)
| Product Number | 4H58-5-1M |
| CAS | 1212145-02-2 |
| MDL Number | MFCD11870780 |
| Molecular Formula | C9H16ClNO3 |
| Molecular Weight | 221.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory