| Product Number | 4H58-3-22 |
| Synonyms | 2-Amino-6-fluoro-1,2,3,4-tetrahydronaphthalene-2-carboxylic acid methyl ester |
| Purity | 97 % |
| CAS | 885274-16-8 |
| MDL Number | MFCD04114919 |
| Molecular Formula | C12H14FNO2 |
| Molecular Weight | 223.247 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-3-22
CAS: 885274-16-8
Molecule Weight: 223.247
Formula: C12H14FNO2
PN: 4757-3-42
CAS: 885274-22-6
Molecule Weight: 209.22
Formula: C11H12FNO2
PN: 4757-1-26
CAS: 74444-77-2
Molecule Weight: 191.23
Formula: C11H13NO2
PN: 2721-3-89
CAS: 885269-59-0
Molecule Weight: 194.205
Formula: C11H11FO2
![2-{[(tert-Butoxy)carbonyl]amino}-6-fluoro-1,2,3,4-tetrahydronaphthalene-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-3-21
CAS: 885274-13-5
Molecule Weight: 309.337
Formula: C16H20FNO4
PN: 4758-3-06
CAS: 1092447-71-6
Molecule Weight: 241.238
Formula: C12H13F2NO2
PN: 4758-7-01
CAS: 1229615-05-7
Molecule Weight: 277.7
Formula: C12H14ClF2NO2
PN: 4657-9-0D
CAS: 659736-91-1
Molecule Weight: 270.126
Formula: C11H12BrNO2
TSCA: Not listed on TSCA inventory