| Product Number | 4H17-3-04 |
| CAS | 205582-83-8 |
| MDL Number | MFCD03407376 |
| Molecular Formula | C9H8F3NO |
| Molecular Weight | 203.164 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H17-3-04
CAS: 205582-83-8
Molecule Weight: 203.164
Formula: C9H8F3NO
![2-Bromo-1-[2-methyl-6-(trifluoromethyl)pyridin-3-yl]ethanone hydrobromide](data:image/png;base64,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)
PN: 4H56-B-18
CAS: 1377962-47-4
Molecule Weight: 362.972
Formula: C9H8Br2F3NO
PN: 4H17-3-Y4
CAS: 358780-14-0
Molecule Weight: 189.137
Formula: C8H6F3NO
PN: 4H15-3-82
CAS: 545394-83-0
Molecule Weight: 189.137
Formula: C8H6F3NO
![1-[6-(Bromodifluoromethyl)pyridin-3-yl]ethanone](data:image/png;base64,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)
PN: 4H17-B-0G
CAS:
Molecule Weight: 250.043
Formula: C8H6BrF2NO
![1-[2-Chloro-6-(trifluoromethyl)pyridin-3-yl]ethan-1-one](data:image/png;base64,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)
PN: 4H17-7-0N
CAS: 944900-15-6
Molecule Weight: 223.58
Formula: C8H5ClF3NO
PN: 4H48-3-09
CAS: 874767-59-6
Molecule Weight: 204.152
Formula: C8H7F3N2O
PN: 4H15-3-X2
CAS: 386704-12-7
Molecule Weight: 175.11
Formula: C7H4F3NO
TSCA: Not listed on TSCA inventory