| Product Number | 3633-5-06 |
| Purity | 95 % |
| CAS | 209907-11-9 |
| MDL Number | MFCD09864745 |
| Molecular Formula | C11H16ClN |
| Molecular Weight | 197.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3633-5-06
CAS: 209907-11-9
Molecule Weight: 197.71
Formula: C11H16ClN
PN: 3630-1-0P
CAS: 17511-89-6
Molecule Weight: 175.275
Formula: C12H17N
PN: 3633-5-07
CAS: 20569-45-3
Molecule Weight: 185.7
Formula: C10H16ClN
PN: 3633-5-00
CAS: 935-43-3
Molecule Weight: 183.68
Formula: C10H14ClN
PN: 3730-1-03
CAS: 935-42-2
Molecule Weight: 147.221
Formula: C10H13N
PN: 3630-1-25
CAS: 17380-54-0
Molecule Weight: 189.302
Formula: C13H19N
![[1-(4-Chlorophenyl)cyclobutyl]methylamine](data:image/png;base64,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)
PN: 3730-5-34
CAS: 63010-09-3
Molecule Weight: 195.69
Formula: C11H14ClN
![1-Phenylbicyclo[1.1.1]pentane](data:image/png;base64,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)
PN: 1700-1-60
CAS: 134938-21-9
Molecule Weight: 144.217
Formula: C11H12
TSCA: Not listed on TSCA inventory