| Product Number | 4H58-1-S5 |
| Synonyms | Fmoc-L-Tic-OH |
| CAS | 136030-33-6 |
| MDL Number | MFCD00144368 |
| Molecular Formula | C25H21NO4 |
| Molecular Weight | 399.446 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-CN
CAS: 130309-33-0
Molecule Weight: 399.446
Formula: C25H21NO4
PN: 4H58-1-S5
CAS: 136030-33-6
Molecule Weight: 399.446
Formula: C25H21NO4
![4-{[(9H-Fluoren-9-ylmethoxycarbonyl)amino]methyl}-L-phenylalanine, N-Boc protected](data:image/png;base64,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)
PN: 4758-1-77
CAS: 170157-61-6
Molecule Weight: 516.594
Formula: C30H32N2O6
![4-{[(9H-Fluoren-9-ylmethoxycarbonyl)amino]methyl}-D-phenylalanine, N-Boc 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)
PN: 4758-1-78
CAS: 215302-77-5
Molecule Weight: 516.594
Formula: C30H32N2O6
![4-{[(tert-Butoxycarbonyl)amino]methyl}-L-phenylalanine, N-Fmoc 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)
PN: 4758-1-93
CAS: 204715-91-3
Molecule Weight: 516.594
Formula: C30H32N2O6
![4-{[(tert-Butoxycarbonyl)amino]methyl}-D-phenylalanine, N-Fmoc 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)
PN: 4758-1-94
CAS: 268731-06-2
Molecule Weight: 516.594
Formula: C30H32N2O6
PN: 4758-1-53
CAS: 211637-75-1
Molecule Weight: 401.462
Formula: C25H23NO4
PN: 4758-1-54
CAS: 352351-63-4
Molecule Weight: 401.462
Formula: C25H23NO4
Melting Point: 129-132 ℃
TSCA: Not listed on TSCA inventory