![2-[(2-{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]amino}ethyl)amino]benzenaminium chloride](data:image/png;base64,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)
| Product Number | 3H31-7-41 |
| CAS | 317822-53-0 |
| MDL Number | MFCD00793064 |
| Molecular Formula | C14H15Cl2F3N4 |
| Molecular Weight | 367.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-7-41
CAS: 317822-53-0
Molecule Weight: 367.2
Formula: C14H15Cl2F3N4
![1-(2-Amino-6-chlorophenylamino)-2-[3-chloro-5-(trifluoromethyl)pyridin-2-ylamino]ethane](data:image/png;base64,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)
PN: 3H31-7-54
CAS: 341966-41-4
Molecule Weight: 365.18
Formula: C14H13Cl2F3N4
![2-[3-Chloro-5-(trifluoromethyl)pyridin-2-ylaminoethyl]amino-5-chloroaniline](data:image/png;base64,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)
PN: 3H31-7-51
CAS: 341966-48-1
Molecule Weight: 365.18
Formula: C14H13Cl2F3N4
![1-(2-Amino-4-chlorophenylamino)-2-[3-chloro-5-(trifluoromethyl)pyridin-2-ylamino]ethane hydrochloride](data:image/png;base64,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)
PN: 3H31-7-55
CAS: 321385-54-0
Molecule Weight: 401.64
Formula: C14H14Cl3F3N4
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-ylamino]-2-[2-amino-4-(trifluoromethyl)anilino]ethane](data:image/png;base64,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)
PN: 3H31-7-49
CAS: 478262-14-5
Molecule Weight: 398.74
Formula: C15H13ClF6N4
![2-{2-[3-Chloro-5-(trifluoromethyl)pyridin-2-ylamino]ethyl}amino-5-(trifluoromethyl)aniline hydrochloride](data:image/png;base64,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)
PN: 3H31-7-52
CAS: 317822-50-7
Molecule Weight: 435.2
Formula: C15H14Cl2F6N4
![3-Chloro-N-[2-(dimethylamino)ethyl]-5-(trifluoromethyl)pyridin-2-amine](data:image/png;base64,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)
PN: 3H32-7-AS
CAS: 338406-27-2
Molecule Weight: 267.68
Formula: C10H13ClF3N3
![N1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]ethane-1,2-diamine](data:image/png;base64,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)
PN: 3H30-7-03
CAS: 219478-19-0
Molecule Weight: 239.63
Formula: C8H9ClF3N3
Melting Point: 175-185 ℃
TSCA: Not listed on TSCA inventory