| Product Number | 3630-5-Z3 |
| CAS | 135-68-2 |
| MDL Number | MFCD00477989 |
| Molecular Formula | C12H10ClN |
| Molecular Weight | 203.67 |
| Units | Price (USD) | Availability |
|---|
PN: 3630-5-Y9
CAS: 1204-44-0
Molecule Weight: 240.13
Formula: C12H11Cl2N
![4'-Chloro-[1,1'-biphenyl]-3-amine hydrochloride](data:image/png;base64,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)
PN: 3630-5-06
CAS: 1172831-13-8
Molecule Weight: 240.13
Formula: C12H11Cl2N
![3'-Chloro-[1,1'-biphenyl]-4-amine](data:image/png;base64,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)
PN: 3630-5-08
CAS: 5748-36-7
Molecule Weight: 203.67
Formula: C12H10ClN
![2,2'-Dichloro[1,1'-biphenyl]-4,4'-diamine](data:image/png;base64,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)
PN: 3630-5-11
CAS: 84-68-4
Molecule Weight: 253.13
Formula: C12H10Cl2N2
PN: 3630-5-Y3
CAS: 405058-01-7
Molecule Weight: 238.11
Formula: C12H9Cl2N
PN: 3730-5-24
CAS: 1204-78-0
Molecule Weight: 219.71
Formula: C13H14ClN
Melting Point: 127-129 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090
EINECS: 205-211-3
