| Product Number | 8H69-1-3M |
| Synonyms | 4,4-Diisopropyl 1-[(4-methylbenzene)sulfonyl]piperidine-4,4-dicarboxylate |
| CAS | 1523618-00-9 |
| MDL Number | MFCD27987037 |
| Molecular Formula | C20H29NO6S |
| Molecular Weight | 411.51 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H69-1-3M
CAS: 1523618-00-9
Molecule Weight: 411.51
Formula: C20H29NO6S
![6,6-Bis(propan-2-yl) 2-(4-methylbenzenesulfonyl)-2-azaspiro[3.3]heptane-6,6-dicarboxylate](data:image/png;base64,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)
PN: 8H69-1-5H
CAS: 1237542-10-7
Molecule Weight: 423.52
Formula: C21H29NO6S
![Methyl 1-[(4-fluorophenyl)sulfonyl]-4-piperidinecarboxylate](data:image/png;base64,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)
PN: 8H63-3-09
CAS: 349624-64-2
Molecule Weight: 301.33
Formula: C13H16FNO4S
![1-[(4-Methylphenyl)sulfonyl]-4-phenylpiperidine-4-carboxylic acid](data:image/png;base64,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)
PN: 8H69-1-X9
CAS: 84255-02-7
Molecule Weight: 359.44
Formula: C19H21NO4S
![1-[(4-Fluorophenyl)sulfonyl]piperidine-4-carboxylic acid](data:image/png;base64,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)
PN: 8H69-3-04
CAS: 326907-70-4
Molecule Weight: 287.31
Formula: C12H14FNO4S
![4-Tosyl-4-azabicyclo[5.1.0]octane-8-carboxylic acid](data:image/png;base64,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)
PN: 8H69-1-3X
CAS: 1706463-40-2
Molecule Weight: 309.38
Formula: C15H19NO4S
TSCA: Not listed on TSCA inventory