| Product Number | 3630-1-0P |
| Purity | 95 % |
| CAS | 17511-89-6 |
| MDL Number | MFCD00995874 |
| Molecular Formula | C12H17N |
| Molecular Weight | 175.275 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3630-1-0P
CAS: 17511-89-6
Molecule Weight: 175.275
Formula: C12H17N
PN: 3630-1-25
CAS: 17380-54-0
Molecule Weight: 189.302
Formula: C13H19N
PN: 3633-5-06
CAS: 209907-11-9
Molecule Weight: 197.71
Formula: C11H16ClN
![[1-(4-Chlorophenyl)cyclopentyl]methylamine](data:image/png;base64,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)
PN: 3H30-5-6L
CAS: 75180-51-7
Molecule Weight: 209.72
Formula: C12H16ClN
PN: 3730-1-03
CAS: 935-42-2
Molecule Weight: 147.221
Formula: C10H13N
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: 4648-1-1Y
CAS: 5296-89-9
Molecule Weight: 189.258
Formula: C12H15NO
TSCA: Not listed on TSCA inventory