| Product Number | 4H58-1-3U |
| Synonyms | 1-(9H-Fluoren-9-ylmethyl)azetidine-3-carboxylic acid |
| Purity | 97 % |
| CAS | 193693-64-0 |
| MDL Number | MFCD01321018 |
| Molecular Formula | C19H17NO4 |
| Molecular Weight | 323.348 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-3U
CAS: 193693-64-0
Molecule Weight: 323.348
Formula: C19H17NO4
PN: 4656-1-8K
CAS: 172965-84-3
Molecule Weight: 325.364
Formula: C19H19NO4
PN: 4658-1-SB
CAS: 203854-58-4
Molecule Weight: 325.364
Formula: C19H19NO4
![1-[(Fmoc-amino)methyl]cyclobutanecarboxylic acid](data:image/png;base64,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)
PN: 4658-1-1V
CAS: 1550436-68-4
Molecule Weight: 351.402
Formula: C21H21NO4
PN: 4658-1-SC
CAS: 203854-59-5
Molecule Weight: 353.418
Formula: C21H23NO4
PN: 4658-1-S1K
CAS: 172721-23-2
Molecule Weight: 327.336
Formula: C18H17NO5
PN: 4658-1-84
CAS: 917562-06-2
Molecule Weight: 339.391
Formula: C20H21NO4
PN: 4658-1-R4
CAS: 1018899-99-4
Molecule Weight: 367.445
Formula: C22H25NO4
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory