| Product Number | 4H15-3-38 |
| Purity | 98 % |
| CAS | 1427195-32-1 |
| MDL Number | MFCD24368634 |
| Molecular Formula | C7H6F2N2O |
| Molecular Weight | 172.135 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-3-38
CAS: 1427195-32-1
Molecule Weight: 172.135
Formula: C7H6F2N2O
PN: 4H15-3-35
CAS: 1427195-14-9
Molecule Weight: 168.171
Formula: C8H9FN2O
![[4-(1,1-Difluoroethyl)pyrimidin-5-yl]methanamine](data:image/png;base64,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)
PN: 3H30-3-0U
CAS: 1427195-04-7
Molecule Weight: 173.167
Formula: C7H9F2N3
![[4-(1,1-Difluoroethyl)pyrimidin-5-yl]methanamine hydrochloride](data:image/png;base64,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)
PN: 3H30-7-46
CAS: 1427195-39-8
Molecule Weight: 209.62
Formula: C7H10ClF2N3
PN: 4H15-3-36
CAS: 1368331-21-8
Molecule Weight: 176.098
Formula: C6H3F3N2O
PN: 3H37-3-40
CAS: 1427195-16-1
Molecule Weight: 169.135
Formula: C7H5F2N3
PN: 3H37-3-22
CAS: 1427195-36-5
Molecule Weight: 151.144
Formula: C7H6FN3
PN: 4H21-3-72
CAS: 1340535-05-8
Molecule Weight: 174.107
Formula: C6H4F2N2O2
TSCA: Not listed on TSCA inventory