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)
| Product Number | 8H69-9-08 |
| Synonyms | 3,3-Bis(bromomethyl)-1-(p-toluenesulfonyl)azetidine |
| CAS | 1041026-61-2 |
| MDL Number | MFCD18782896 |
| Molecular Formula | C12H15Br2NO2S |
| Molecular Weight | 397.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H69-9-08
CAS: 1041026-61-2
Molecule Weight: 397.13
Formula: C12H15Br2NO2S
![[3-(Bromomethyl)-1-[(4-methylbenzene)sulfonyl]azetidin-3-yl]methanol](data:image/png;base64,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)
PN: 8H69-9-11
CAS: 1041026-55-4
Molecule Weight: 334.23
Formula: C12H16BrNO3S
PN: 4969-1-01
CAS: 10285-79-7
Molecule Weight: 253.36
Formula: C13H19NO2S
![6-(p-Toluenesulfonyl)-2-oxa-6-azaspiro[3.3]heptane](data:image/png;base64,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)
PN: 8H69-1-2Z
CAS: 13573-28-9
Molecule Weight: 253.32
Formula: C12H15NO3S
PN: 8H69-1-5K
CAS: 76543-27-6
Molecule Weight: 225.26
Formula: C10H11NO3S
PN: 8H69-1-3W
CAS: 57502-57-5
Molecule Weight: 251.34
Formula: C13H17NO2S
TSCA: Not listed on TSCA inventory
