![(1R,2S,3R,4S)-rel-Bicyclo[2.2.1]hept-5-ene-2,3-dicarboxylic acid](data:image/png;base64,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)
| Product Number | 2421-1-07 |
| CAS | 3853-88-1 |
| MDL Number | MFCD00003735 |
| Molecular Formula | C9H10O4 |
| Molecular Weight | 182.175 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory