| Product Number | 4H58-3-1F |
| Purity | 97.0 % |
| CAS | 608517-17-5 |
| MDL Number | MFCD11053753 |
| Molecular Formula | C7H5F3N2O2 |
| Molecular Weight | 206.124 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H58-3-1F
CAS: 608517-17-5
Molecule Weight: 206.124
Formula: C7H5F3N2O2
PN: 4H58-3-9G
CAS: 2120555-73-7
Molecule Weight: 188.134
Formula: C7H6F2N2O2
PN: 4H23-3-Z8
CAS: 304693-64-9
Molecule Weight: 220.151
Formula: C8H7F3N2O2
PN: 4H58-3-4W
CAS: 306960-77-0
Molecule Weight: 192.097
Formula: C6H3F3N2O2
![[2-(Trifluoromethyl)pyrimidin-5-yl]methanol](data:image/png;base64,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)
PN: 4H56-3-BR
CAS: 608515-90-8
Molecule Weight: 178.114
Formula: C6H5F3N2O
PN: 4H58-1-F1
CAS: 2134-38-5
Molecule Weight: 166.18
Formula: C8H10N2O2
PN: 4H58-1-VM
CAS: 933989-25-4
Molecule Weight: 163.136
Formula: C7H5N3O2
PN: 4H23-1-KP
CAS: 72790-13-7
Molecule Weight: 180.207
Formula: C9H12N2O2
TSCA: Not listed on TSCA inventory