![4-{2-[3-Chloro-5-(trifluoromethyl)pyridin-2-ylamino]ethylamino}-4-oxobut-2-enoic acid](data:image/png;base64,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)
| Product Number | 4H29-7-00 |
| Synonyms | Maleic acid mono-2-[3-chloro-5-(trifluoromethyl)pyrid-2-ylamino]ethylamide |
| CAS | 339096-60-5 |
| MDL Number | MFCD00202686 |
| Molecular Formula | C12H11ClF3N3O3 |
| Molecular Weight | 337.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H29-7-00
CAS: 339096-60-5
Molecule Weight: 337.68
Formula: C12H11ClF3N3O3
![2-Chloro-N-(2-{[3-chloro-5-(trifluoromethyl)pyridin-2-yl]amino}ethyl)acetamide](data:image/png;base64,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)
PN: 4H48-7-20
CAS: 339096-66-1
Molecule Weight: 316.11
Formula: C10H10Cl2F3N3O
![2-[(2-{[2-(Ammoniooxy)acetyl]amino}ethyl)amino]-3-chloro-5-(trifluoromethyl)pyridine hydrochloride](data:image/png;base64,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)
PN: 4H56-7-00
CAS: 324009-15-6
Molecule Weight: 349.14
Formula: C10H13Cl2F3N4O2
![3-Bromo-1-{4-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]piperazino}propan-1-one](data:image/png;base64,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)
PN: 4H17-F-03
CAS: 260554-80-1
Molecule Weight: 400.62
Formula: C13H14BrClF3N3O
PN: 4H48-7-10
CAS: 260553-15-9
Molecule Weight: 342.14
Formula: C12H12Cl2F3N3O
![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
![1-[2-(Aminooxyacetyl]-4-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]piperazine hydrochloride](data:image/png;base64,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)
PN: 4H56-7-55
CAS: 321391-87-1
Molecule Weight: 375.17
Formula: C12H15Cl2F3N4O2
![3-{4-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]piperazin-1-yl}propanoic acid](data:image/png;base64,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)
PN: 4H21-7-0B
CAS: 1227954-73-5
Molecule Weight: 337.73
Formula: C13H15ClF3N3O2
Melting Point: 166-167 ℃
TSCA: Not listed on TSCA inventory