![5-(tert-Butoxycarbonyl)-2,2-difluoro-5-azaspiro[2.3]hexane-1-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H56-3-JQ |
| Purity | 95 % |
| CAS | 2306263-74-9 |
| MDL Number | MFCD31925834 |
| Molecular Formula | C11H15F2NO4 |
| Molecular Weight | 263.241 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-3-JQ
CAS: 2306263-74-9
Molecule Weight: 263.241
Formula: C11H15F2NO4
![6-(tert-Butoxycarbonyl)-2,2-difluoro-6-azaspiro[2.5]octane-1-carboxylic acid](data:image/png;base64,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)
PN: 4H56-3-JR
CAS: 2384170-69-6
Molecule Weight: 291.295
Formula: C13H19F2NO4
PN: 4H58-3-1R
CAS: 1780345-54-1
Molecule Weight: 265.257
Formula: C11H17F2NO4
![tert-Butyl 2-(aminomethyl)-1,1-difluoro-5-azaspiro[2.3]hexane-5-carboxylate](data:image/png;base64,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)
PN: 4H56-3-JV
CAS:
Molecule Weight: 248.274
Formula: C11H18F2N2O2
PN: 4H58-3-2A
CAS: 1334417-29-6
Molecule Weight: 279.284
Formula: C12H19F2NO4
![1-[(tert-Butoxy)carbonyl]-3,3-difluoropiperidine-4-carboxylic acid](data:image/png;base64,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)
PN: 4H58-3-0Y
CAS: 1303972-81-7
Molecule Weight: 265.257
Formula: C11H17F2NO4
PN: 4H58-3-1Z
CAS: 1303974-65-3
Molecule Weight: 265.257
Formula: C11H17F2NO4
PN: 4H58-3-1W
CAS: 1373503-54-8
Molecule Weight: 279.284
Formula: C12H19F2NO4
TSCA: Not listed on TSCA inventory