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)
| Product Number | 3632-5-0B |
| Purity | 97 % |
| CAS | 927965-80-8 |
| MDL Number | MFCD08667746 |
| Molecular Formula | C10H15ClN2 |
| Molecular Weight | 198.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3632-5-0B
CAS: 927965-80-8
Molecule Weight: 198.69
Formula: C10H15ClN2
![[2-Amino-1-(3-chlorophenyl)ethyl]dimethylamine](data:image/png;base64,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)
PN: 3632-5-0C
CAS: 96798-20-8
Molecule Weight: 198.69
Formula: C10H15ClN2
![[2-Amino-1-(2-chlorophenyl)ethyl]dimethylamine](data:image/png;base64,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)
PN: 3732-5-03
CAS: 791601-04-2
Molecule Weight: 198.69
Formula: C10H15ClN2
PN: 3730-1-X7
CAS: 6342-21-8
Molecule Weight: 164.252
Formula: C10H16N2
PN: 3730-5-X7
CAS: 6299-02-1
Molecule Weight: 155.63
Formula: C8H10ClN
PN: 3630-5-S1
CAS: 4187-56-8
Molecule Weight: 155.63
Formula: C8H10ClN
![N-[1-(4-Chlorophenyl)ethyl]prop-2-yn-1-amine hydrochloride](data:image/png;base64,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)
PN: 3631-5-0A
CAS:
Molecule Weight: 230.13
Formula: C11H13Cl2N
![N-[(1S)-1-(4-Chlorophenyl)ethyl]prop-2-yn-1-amine hydrochloride](data:image/png;base64,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)
PN: 3631-5-S1
CAS:
Molecule Weight: 230.13
Formula: C11H13Cl2N
TSCA: Not listed on TSCA inventory