![Diethyl 2-[5-(trifluoromethyl)pyridin-2-yl]malonate](data:image/png;base64,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)
| Product Number | 4H23-3-77 |
| CAS | 153704-26-8 |
| MDL Number | MFCD01763791 |
| Molecular Formula | C13H14F3NO4 |
| Molecular Weight | 305.253 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-3-77
CAS: 153704-26-8
Molecule Weight: 305.253
Formula: C13H14F3NO4
![Diethyl 2-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]malonate](data:image/png;base64,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)
PN: 4H23-7-Y6
CAS: 172527-71-8
Molecule Weight: 339.7
Formula: C13H13ClF3NO4
![Dimethyl 2-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]malonate](data:image/png;base64,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)
PN: 4H58-7-32
CAS: 477859-76-0
Molecule Weight: 311.64
Formula: C11H9ClF3NO4
PN: 4H23-3-2A
CAS: 1216700-64-9
Molecule Weight: 269.171
Formula: C10H8F5NO2
![Ethyl 2-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]acetate](data:image/png;base64,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)
PN: 4H58-7-71
CAS: 1053656-47-5
Molecule Weight: 267.63
Formula: C10H9ClF3NO2
![tert-Butyl 2-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]-2-cyanoacetate](data:image/png;base64,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)
PN: 4H37-7-00
CAS: 1426290-06-3
Molecule Weight: 320.7
Formula: C13H12ClF3N2O2
![tert-Butyl 2-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]acetate](data:image/png;base64,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)
PN: 4H58-7-29
CAS: 1672655-80-9
Molecule Weight: 295.69
Formula: C12H13ClF3NO2
![Methyl [3-chloro-5-(trifluoromethyl)pyridin-2-yl]acetate](data:image/png;base64,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)
PN: 4H58-7-22
CAS: 885949-63-3
Molecule Weight: 253.61
Formula: C9H7ClF3NO2
TSCA: Not listed on TSCA inventory