| Product Number | 4H56-1-S8 |
| Synonyms | tert-Butyl (2S)-4,4-diethoxy-2-(hydroxymethyl)piperidine-1-carboxylate |
| Purity | 97 % |
| CAS | 1212360-70-7 |
| MDL Number | MFCD08056332 |
| Molecular Formula | C15H29NO5 |
| Molecular Weight | 303.399 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-R4
CAS: 1212295-83-4
Molecule Weight: 303.399
Formula: C15H29NO5
PN: 4H56-1-S8
CAS: 1212360-70-7
Molecule Weight: 303.399
Formula: C15H29NO5
PN: 4H58-1-R4
CAS: 1212329-25-3
Molecule Weight: 317.382
Formula: C15H27NO6
PN: 4H58-1-S6
CAS: 1212311-50-6
Molecule Weight: 317.382
Formula: C15H27NO6
PN: 4H51-1-RP
CAS: 1212385-46-0
Molecule Weight: 301.383
Formula: C15H27NO5
PN: 4H51-1-S3
CAS: 1212152-15-2
Molecule Weight: 301.383
Formula: C15H27NO5
![tert-Butyl N-[(7R,8R)-8-hydroxy-1,4-dioxaspiro[4.5]decan-7-yl]carbamate](data:image/png;base64,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)
PN: 4H56-1-0FN
CAS: 1931921-07-1
Molecule Weight: 273.329
Formula: C13H23NO5
![tert-Butyl N-[(7S,8S)-8-hydroxy-1,4-dioxaspiro[4.5]decan-7-yl]carbamate](data:image/png;base64,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)
PN: 4H56-1-0FU
CAS: 1932520-45-0
Molecule Weight: 273.329
Formula: C13H23NO5
TSCA: Not listed on TSCA inventory