| Product Number | 4H58-3-S6 |
| Synonyms | (6S)-5-[(tert-Butoxy)carbonyl]-1,1-difluoro-5-azaspiro[2.4]heptane-6-carboxylic acid |
| CAS | 1357482-03-1 |
| MDL Number | MFCD21362512 |
| Molecular Formula | C12H17F2NO4 |
| Molecular Weight | 277.268 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-3-S6
CAS: 1357482-03-1
Molecule Weight: 277.268
Formula: C12H17F2NO4
PN: 4H58-3-5K
CAS: 1980007-35-9
Molecule Weight: 277.268
Formula: C12H17F2NO4
PN: 4H58-3-5M
CAS: 1430105-52-4
Molecule Weight: 277.268
Formula: C12H17F2NO4
PN: 4H58-3-SA
CAS: 1980007-36-0
Molecule Weight: 291.295
Formula: C13H19F2NO4
PN: 4H58-3-08
CAS: 470482-41-8
Molecule Weight: 283.247
Formula: C11H16F3NO4
![(2S,4R)-1-[(tert-Butoxy)carbonyl]-4-(trifluoromethyl)pyrrolidine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-3-0V
CAS: 470482-44-1
Molecule Weight: 283.247
Formula: C11H16F3NO4
PN: 4H58-3-S4
CAS: 1523541-90-3
Molecule Weight: 297.274
Formula: C12H18F3NO4
![(3S)-2-(tert-Butoxycarbonyl)-5,6-difluoro-2-azabicyclo[2.2.1]heptane-3-carboxylic acid](data:image/png;base64,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)
PN: 4H58-3-S8
CAS: 1263174-55-5
Molecule Weight: 277.268
Formula: C12H17F2NO4
Melting Point: 87-97 ℃
TSCA: Not listed on TSCA inventory