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)
| Product Number | 2201-3-0A |
| Purity | 95 % |
| CAS | 371917-17-8 |
| MDL Number | MFCD16990760 |
| Molecular Formula | C5H7F3O |
| Molecular Weight | 140.105 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2201-3-0A
CAS: 371917-17-8
Molecule Weight: 140.105
Formula: C5H7F3O
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
PN: 2101-3-1Z
CAS: 1895296-01-1
Molecule Weight: 142.121
Formula: C5H9F3O
PN: 2101-3-0A
CAS: 431-23-2
Molecule Weight: 128.094
Formula: C4H7F3O
PN: 2101-3-16
CAS: 107103-95-7
Molecule Weight: 142.121
Formula: C5H9F3O
PN: 2103-3-14
CAS: 1408291-76-8
Molecule Weight: 142.121
Formula: C5H9F3O
TSCA: Not listed on TSCA inventory