![tert-Butyl 2-[(1,1,2,2,2-pentafluoroethoxy)methyl]piperidine-1-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-3-51 |
| CAS | 1208080-53-8 |
| MDL Number | MFCD23381911 |
| Molecular Formula | C13H20F5NO3 |
| Molecular Weight | 333.299 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-3-51
CAS: 1208080-53-8
Molecule Weight: 333.299
Formula: C13H20F5NO3
![tert-Butyl 2-[(1,1,2,2,2-pentafluoroethoxy)methyl]pyrrolidine-1-carboxylate](data:image/png;base64,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)
PN: 4H56-3-49
CAS: 1206524-50-6
Molecule Weight: 319.272
Formula: C12H18F5NO3
![Benzyl 2-[(1,1,2,2,2-pentafluoroethoxy)methyl]piperidine-1-carboxylate](data:image/png;base64,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)
PN: 4H56-3-54
CAS: 1208078-67-4
Molecule Weight: 367.316
Formula: C16H18F5NO3
![tert-Butyl 2-[(trifluoromethoxy)methyl]piperidine-1-carboxylate](data:image/png;base64,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)
PN: 4H56-3-53
CAS: 1208078-93-6
Molecule Weight: 283.291
Formula: C12H20F3NO3
PN: 4H56-3-47
CAS: 1206524-00-6
Molecule Weight: 319.272
Formula: C12H18F5NO3
![tert-Butyl 2-[(trifluoromethoxy)methyl]pyrrolidine-1-carboxylate](data:image/png;base64,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)
PN: 4H56-3-50
CAS: 1206524-68-6
Molecule Weight: 269.264
Formula: C11H18F3NO3
PN: 4H56-3-43
CAS: 1206524-51-7
Molecule Weight: 305.245
Formula: C11H16F5NO3
TSCA: Not listed on TSCA inventory