| Product Number | 4H58-1-016 |
| CAS | 79261-58-8 |
| MDL Number | MFCD00672545 |
| Molecular Formula | C18H17NO4 |
| Molecular Weight | 311.337 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-1-016
CAS: 79261-58-8
Molecule Weight: 311.337
Formula: C18H17NO4
PN: 4H56-1-TE
CAS: 78879-20-6
Molecule Weight: 277.32
Formula: C15H19NO4
PN: 4H56-1-TU
CAS: 115962-35-1
Molecule Weight: 277.32
Formula: C15H19NO4
PN: 4756-1-U0
CAS: 151838-62-9
Molecule Weight: 277.32
Formula: C15H19NO4
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
![2-[(Benzyloxy)carbonyl]-6-fluoro-1,2,3,4-tetrahydroisoquinoline-1-carboxylic acid](data:image/png;base64,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)
PN: 4H58-3-11
CAS: 1260638-89-8
Molecule Weight: 329.327
Formula: C18H16FNO4
PN: 4H58-1-440
CAS: 143767-55-9
Molecule Weight: 291.303
Formula: C15H17NO5
TSCA: Not listed on TSCA inventory