![3-{[(9H-Fluoren-9-ylmethoxy)carbonyl]amino)-3-(4-isopropylphenyl)propanoic acid hydrate](data:image/png;base64,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)
| Product Number | 4758-1-37 |
| Purity | 95 % |
| CAS | 1049746-57-7 |
| MDL Number | MFCD06659576 |
| Molecular Formula | C27H29NO5 |
| Molecular Weight | 447.531 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory