| Product Number | 3H37-3-64 |
| CAS | 1237431-49-0 |
| MDL Number | MFCD28122873 |
| Molecular Formula | C8H3F5N2 |
| Molecular Weight | 222.118 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H37-3-64
CAS: 1237431-49-0
Molecule Weight: 222.118
Formula: C8H3F5N2
PN: 4H15-3-76
CAS: 1816282-53-7
Molecule Weight: 225.118
Formula: C8H4F5NO
![[6-(Pentafluoroethyl)pyridin-2-yl]methanol](data:image/png;base64,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)
PN: 4H01-3-75
CAS: 1823608-98-5
Molecule Weight: 227.134
Formula: C8H6F5NO
PN: 3H37-3-15
CAS: 1246466-75-0
Molecule Weight: 290.116
Formula: C9H2F8N2
![1-[6-(Pentafluoroethyl)pyridin-2-yl]ethanone](data:image/png;base64,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)
PN: 4H56-3-4C
CAS: 1580464-65-8
Molecule Weight: 239.145
Formula: C9H6F5NO
PN: 3H37-3-37
CAS: 887583-52-0
Molecule Weight: 172.11
Formula: C7H3F3N2
TSCA: Not listed on TSCA inventory