| Product Number | 2201-3-00 |
| Purity | 97.0 % |
| CAS | 1408076-35-6 |
| MDL Number | MFCD23106031 |
| Molecular Formula | C6H10F2O |
| Molecular Weight | 136.142 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2201-3-05
CAS: 681128-39-2
Molecule Weight: 122.115
Formula: C5H8F2O
PN: 2201-3-00
CAS: 1408076-35-6
Molecule Weight: 136.142
Formula: C6H10F2O
PN: 2201-3-0E
CAS: 1260654-20-3
Molecule Weight: 104.124
Formula: C5H9FO
![(3-Fluorobicyclo[1.1.1]pentan-1-yl)methanol](data:image/png;base64,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)
PN: 2201-3-12
CAS: 262852-01-7
Molecule Weight: 116.135
Formula: C6H9FO
PN: 2202-3-03
CAS: 1784303-38-3
Molecule Weight: 136.142
Formula: C6H10F2O
![[1-(Aminomethyl)-3,3-difluorocyclobutyl]methanol](data:image/png;base64,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)
PN: 4256-3-08
CAS: 1363383-40-7
Molecule Weight: 151.157
Formula: C6H11F2NO
PN: 2201-3-06
CAS: 509072-57-5
Molecule Weight: 108.088
Formula: C4H6F2O
PN: 2201-3-0C
CAS: 128230-72-8
Molecule Weight: 122.115
Formula: C5H8F2O
TSCA: Not listed on TSCA inventory