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)
| Product Number | 3632-5-0C |
| Purity | 96 % |
| CAS | 96798-20-8 |
| MDL Number | MFCD09262078 |
| Molecular Formula | C10H15ClN2 |
| Molecular Weight | 198.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3632-5-0C
CAS: 96798-20-8
Molecule Weight: 198.69
Formula: C10H15ClN2
![[2-Amino-1-(4-chlorophenyl)ethyl]dimethylamine](data:image/png;base64,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)
PN: 3632-5-0B
CAS: 927965-80-8
Molecule Weight: 198.69
Formula: C10H15ClN2
![[(3-Chlorophenyl)methyl]dimethylamine](data:image/png;base64,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)
PN: 3632-5-0D
CAS: 15184-97-1
Molecule Weight: 169.65
Formula: C9H12ClN
PN: 3630-5-0F
CAS: 24358-43-8
Molecule Weight: 155.63
Formula: C8H10ClN
![N-[1-(3-Chlorophenyl)ethyl]prop-2-yn-1-amine hydrochloride](data:image/png;base64,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)
PN: 3631-5-0B
CAS:
Molecule Weight: 230.13
Formula: C11H13Cl2N
![N-[(1S)-1-(3-Chlorophenyl)ethyl]prop-2-yn-1-amine hydrochloride](data:image/png;base64,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)
PN: 3631-5-S2
CAS:
Molecule Weight: 230.13
Formula: C11H13Cl2N
![N-[(1R)-1-(3-Chlorophenyl)ethyl]prop-2-yn-1-amine hydrochloride](data:image/png;base64,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)
PN: 3631-5-R2
CAS:
Molecule Weight: 230.13
Formula: C11H13Cl2N
PN: 3H31-5-AU
CAS: 52385-79-2
Molecule Weight: 196.68
Formula: C10H13ClN2
TSCA: Not listed on TSCA inventory