![2-[(tert-Butoxy)carbonyl]-6-fluoro-1,2,3,4-tetrahydroisoquinoline-1-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H51-3-10 |
| Synonyms | 2-Boc-6-fluoro-3,4-dihydro-1H-isoquinoline-1-carboxylic acid |
| Purity | 97 % |
| CAS | 1260644-27-6 |
| MDL Number | MFCD04114849 |
| Molecular Formula | C15H18FNO4 |
| Molecular Weight | 295.31 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H51-3-10
CAS: 1260644-27-6
Molecule Weight: 295.31
Formula: C15H18FNO4
![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
![(1R)-2-[(tert-Butoxy)carbonyl]-1,2,3,4-tetrahydroisoquinoline-1-carboxylic acid](data:image/png;base64,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)
PN: 4H51-1-25
CAS: 151004-96-5
Molecule Weight: 277.32
Formula: C15H19NO4
PN: 4H56-5-MJ
CAS: 871730-33-5
Molecule Weight: 311.76
Formula: C15H18ClNO4
PN: 4H58-1-LW
CAS: 738629-59-9
Molecule Weight: 337.372
Formula: C17H23NO6
PN: 4H58-1-LV
CAS: 1214645-14-3
Molecule Weight: 365.426
Formula: C19H27NO6
PN: 4H56-1-04W
CAS: 221352-46-1
Molecule Weight: 263.293
Formula: C14H17NO4
PN: 4H56-1-TE
CAS: 78879-20-6
Molecule Weight: 277.32
Formula: C15H19NO4
TSCA: Not listed on TSCA inventory