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)
| Product Number | 3H37-7-07 |
| Synonyms | 3-Chloro-2-(cyanomethyl)-5-(trifluoromethyl)pyridine |
| CAS | 157764-10-8 |
| MDL Number | MFCD08444379 |
| Molecular Formula | C8H4ClF3N2 |
| Molecular Weight | 220.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H37-7-07
CAS: 157764-10-8
Molecule Weight: 220.58
Formula: C8H4ClF3N2
![2-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]malononitrile](data:image/png;base64,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)
PN: 3H37-7-04
CAS: 338956-33-5
Molecule Weight: 245.59
Formula: C9H3ClF3N3
PN: 3H32-7-31
CAS: 303147-84-4
Molecule Weight: 209.6
Formula: C8H7ClF3N
PN: 3H30-7-56
CAS: 658066-44-5
Molecule Weight: 224.61
Formula: C8H8ClF3N2
![2-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]ethylamine hydrochloride](data:image/png;base64,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)
PN: 3H30-7-1U
CAS: 326816-37-9
Molecule Weight: 261.07
Formula: C8H9Cl2F3N2
![2-[5-(Trifluoromethyl)pyridin-2-yl]acetonitrile](data:image/png;base64,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)
PN: 3H37-3-28
CAS: 939793-18-7
Molecule Weight: 186.137
Formula: C8H5F3N2
PN: 3H32-7-Y2
CAS: 175277-30-2
Molecule Weight: 195.57
Formula: C7H5ClF3N
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]phenylacetonitrile](data:image/png;base64,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)
PN: 3H37-7-Y1
CAS: 213994-27-5
Molecule Weight: 296.68
Formula: C14H8ClF3N2
Boiling Point: 180 ℃
TSCA: Not listed on TSCA inventory