| Product Number | 4H56-3-47 |
| CAS | 1206524-00-6 |
| MDL Number | MFCD23382072 |
| Molecular Formula | C12H18F5NO3 |
| Molecular Weight | 319.272 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-3-47
CAS: 1206524-00-6
Molecule Weight: 319.272
Formula: C12H18F5NO3
![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
PN: 4H56-3-48
CAS: 1206524-11-9
Molecule Weight: 269.264
Formula: C11H18F3NO3
![tert-Butyl 2-[(1,1,2,2,2-pentafluoroethoxy)methyl]piperidine-1-carboxylate](data:image/png;base64,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)
PN: 4H56-3-51
CAS: 1208080-53-8
Molecule Weight: 333.299
Formula: C13H20F5NO3
PN: 4H56-3-43
CAS: 1206524-51-7
Molecule Weight: 305.245
Formula: C11H16F5NO3
TSCA: Not listed on TSCA inventory