| Product Number | 8H63-1-26 |
| Synonyms | 3-Hexamethyleneinim-1-yl-4-(methylsulfonyl)aniline |
| CAS | 1000018-38-1 |
| MDL Number | MFCD09750907 |
| Molecular Formula | C13H20N2O2S |
| Molecular Weight | 268.38 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H63-1-26
CAS: 1000018-38-1
Molecule Weight: 268.38
Formula: C13H20N2O2S
PN: 8H63-1-23
CAS: 1000018-37-0
Molecule Weight: 268.38
Formula: C13H20N2O2S
PN: 8H63-1-2U
CAS: 1000018-40-5
Molecule Weight: 240.32
Formula: C11H16N2O2S
PN: 8H63-1-22
CAS: 1000018-39-2
Molecule Weight: 268.38
Formula: C13H20N2O2S
PN: 8H63-1-64
CAS: 942474-92-2
Molecule Weight: 268.38
Formula: C13H20N2O2S
PN: 8H63-1-62
CAS: 942474-53-5
Molecule Weight: 254.35
Formula: C12H18N2O2S
![4-Hydroxy-2-[(methylsulfonyl)phenyl]piperidine](data:image/png;base64,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)
PN: 8H63-1-88
CAS: 942474-84-2
Molecule Weight: 255.33
Formula: C12H17NO3S
PN: 8H63-1-65
CAS: 942474-87-5
Molecule Weight: 268.38
Formula: C13H20N2O2S
TSCA: Not listed on TSCA inventory