| Product Number | 2429-1-05 |
| Synonyms | (3-Beta,4-alpha)-3,23-dihydroxyolean-12-en-28-oic acid |
| Purity | 98 % |
| CAS | 465-99-6 |
| MDL Number | MFCD00017385 |
| Molecular Formula | C30H48O4 |
| Molecular Weight | 472.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2421-1-02
CAS: 472-67-3
Molecule Weight: 182.263
Formula: C11H18O2
![4-(3,6-Dihydroxy-10,13-dimethyl-2,3,6,7,8,9,10,11,12,13,14,15,16,17-tetradecahydro-1H-cyclopenta[a]phenanthren-17-yl)pentanoic acid](data:image/png;base64,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)
PN: 2429-1-16
CAS: 106460-50-8
Molecule Weight: 390.564
Formula: C24H38O4
![(1R,4S)-Bicyclo[2.2.2]oct-5-ene-2,3-dicarboxylic acid](data:image/png;base64,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)
PN: 2421-1-05
CAS: 34487-58-6
Molecule Weight: 196.202
Formula: C10H12O4
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory