| Product Number | 3H31-7-00 |
| CAS | 1041535-26-5 |
| MDL Number | MFCD11119963 |
| Molecular Formula | C10H12ClF3N2 |
| Molecular Weight | 252.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-7-00
CAS: 1041535-26-5
Molecule Weight: 252.67
Formula: C10H12ClF3N2
PN: 3H31-7-2L
CAS: 1041557-60-1
Molecule Weight: 238.64
Formula: C9H10ClF3N2
PN: 3H31-7-2K
CAS: 1036594-37-2
Molecule Weight: 252.67
Formula: C10H12ClF3N2
![4-[3-Chloro-5-(trifluoromethyl)pyridin-2-ylamino]butyric acid](data:image/png;base64,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)
PN: 4H57-7-05
CAS: 338770-18-6
Molecule Weight: 282.65
Formula: C10H10ClF3N2O2
PN: 3H31-7-Y2
CAS: 1031619-96-1
Molecule Weight: 236.62
Formula: C9H8ClF3N2
PN: 3H31-7-2M
CAS: 1042499-48-8
Molecule Weight: 224.61
Formula: C8H8ClF3N2
![4-[3-Chloro-5-(trifluoromethyl)pyridin-2-ylamino]-3-hydroxybutyronitrile](data:image/png;base64,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)
PN: 4H37-7-X4
CAS: 338966-48-6
Molecule Weight: 279.65
Formula: C10H9ClF3N3O
![Methyl 4-[3-chloro-5-(trifluoromethyl)pyridin-2-ylamino]butanoate](data:image/png;base64,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)
PN: 4H58-7-02
CAS: 332361-10-1
Molecule Weight: 296.67
Formula: C11H12ClF3N2O2
TSCA: Not listed on TSCA inventory