![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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)
| Product Number | 2429-1-16 |
| CAS | 106460-50-8 |
| MDL Number | MFCD00271412 |
| Molecular Formula | C24H38O4 |
| Molecular Weight | 390.564 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2429-1-16
CAS: 106460-50-8
Molecule Weight: 390.564
Formula: C24H38O4
![(1S,2R,5S)-4,6,6-Trimethylbicyclo[3.1.1]hept-3-en-2-ol](data:image/png;base64,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)
PN: 2401-1-02
CAS: 19890-02-9
Molecule Weight: 152.237
Formula: C10H16O
![17-(1,5-Dimethylhex-4-enyl)-4,4,10,14-tetramethyl-2,3,4,5,6,7,10,11,12,13,14,15,16,17-tetradecahydro-1H-cyclopenta[a]phenanthren-3-ol](data:image/png;base64,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)
PN: 2402-1-03
CAS: 175205-40-0
Molecule Weight: 412.702
Formula: C29H48O
TSCA: Not listed on TSCA inventory
