![(2S,3S)-2,3-Bis[(4-methylbenzoyl)oxy]succinic acid](data:image/png;base64,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)
| Product Number | 2723-1-02 |
| Synonyms | (+)-O,O'-Di-p-toluoyl-D-tartaric acid; 2,3-Bis[(4-methylbenzoyl)oxy]butanedioic acid |
| Purity | 97 % |
| CAS | 32634-68-7 |
| MDL Number | MFCD00008552 |
| Molecular Formula | C20H18O8 |
| Molecular Weight | 386.356 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 169-171 ℃
TSCA: Listed on TSCA inventory
HTN: 2918.13.5000
EINECS: 251-132-2