![N'-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]-N'-methylprop-2-enehydrazide](data:image/png;base64,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)
| Product Number | 4H39-7-0A |
| CAS | 338965-00-7 |
| MDL Number | MFCD01443836 |
| Molecular Formula | C10H9ClF3N3O |
| Molecular Weight | 279.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H39-7-0A
CAS: 338965-00-7
Molecule Weight: 279.65
Formula: C10H9ClF3N3O
amino}pyrrolidin-2-one](data:image/png;base64,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)
PN: 4H32-7-06
CAS: 339014-75-4
Molecule Weight: 293.67
Formula: C11H11ClF3N3O
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]-1-methylhydrazine](data:image/png;base64,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)
PN: 3H39-7-X0
CAS: 138949-13-0
Molecule Weight: 225.6
Formula: C7H7ClF3N3
PN: 3H39-7-02
CAS: 1049743-93-2
Molecule Weight: 262.06
Formula: C7H8Cl2F3N3
![Ethyl 2-{2-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]hydrazino}-2-oxoacetate](data:image/png;base64,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)
PN: 4H39-7-02
CAS: 446276-05-7
Molecule Weight: 311.65
Formula: C10H9ClF3N3O3
TSCA: Not listed on TSCA inventory