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hydrochloride](data:image/png;base64,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)
| Product Number | 4H01-7-05 |
| Synonyms | (6-[Trifluoromethyl)pyridin-2-yl]methanol hydrochloride |
| Purity | 97 % |
| CAS | 1303968-19-5 |
| MDL Number | MFCD18914384 |
| Molecular Formula | C7H7ClF3NO |
| Molecular Weight | 213.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H01-7-05
CAS: 1303968-19-5
Molecule Weight: 213.58
Formula: C7H7ClF3NO
![[6-(Trifluoromethyl)pyridin-2-yl]methanol](data:image/png;base64,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)
PN: 4H01-3-34
CAS: 131747-53-0
Molecule Weight: 177.126
Formula: C7H6F3NO
PN: 3H32-3-15
CAS: 455-00-5
Molecule Weight: 215.098
Formula: C7H3F6N
PN: 3H32-3-AK
CAS: 1620-72-0
Molecule Weight: 161.127
Formula: C7H6F3N
PN: 4H21-3-Z3
CAS: 131747-42-7
Molecule Weight: 191.109
Formula: C7H4F3NO2
PN: 3H32-7-C2
CAS: 849094-03-7
Molecule Weight: 195.57
Formula: C7H5ClF3N
PN: 3H30-3-44
CAS: 78448-45-0
Molecule Weight: 230.113
Formula: C7H4F6N2
TSCA: Not listed on TSCA inventory
