| Product Number | 4H40-3-01 |
| CAS | 648859-30-7 |
| MDL Number | MFCD00729032 |
| Molecular Formula | C13H11F3N4O2 |
| Molecular Weight | 312.252 |
| Units | Price (USD) | Availability |
|---|
PN: 4H40-3-01
CAS: 648859-30-7
Molecule Weight: 312.252
Formula: C13H11F3N4O2
PN: 4H39-7-X0
CAS: 175137-33-4
Molecule Weight: 346.69
Formula: C13H10ClF3N4O2
PN: 4H39-3-09
CAS: 188936-10-9
Molecule Weight: 250.181
Formula: C8H9F3N4O2
![4-Chlorobenzyl 2-[2-(2-chloroacetyl)hydrazino]-4-(trifluoromethyl)pyrimidine-5-carboxylate](data:image/png;base64,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)
PN: 4H39-7-10
CAS: 648859-40-9
Molecule Weight: 423.17
Formula: C15H11Cl2F3N4O3
PN: 4H39-3-X0
CAS: 175137-28-7
Molecule Weight: 236.154
Formula: C7H7F3N4O2
PN: 4H58-3-X4
CAS: 149771-09-5
Molecule Weight: 235.166
Formula: C8H8F3N3O2
PN: 4H23-7-X1
CAS: 175137-29-8
Molecule Weight: 316.66
Formula: C13H8ClF3N2O2
![Ethyl 2-[2-(2-chloroacetyl)hydrazino]-4-(trifluoromethyl)-5-pyrimidinecarboxylate](data:image/png;base64,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)
PN: 4H39-7-06
CAS: 648859-91-0
Molecule Weight: 326.66
Formula: C10H10ClF3N4O3
TSCA: Not listed on TSCA inventory