![Ethyl 2-[2-(2-chloroacetyl)hydrazino]-4-(trifluoromethyl)-5-pyrimidinecarboxylate](data:image/png;base64,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)
| Product Number | 4H39-7-06 |
| CAS | 648859-91-0 |
| MDL Number | MFCD01313744 |
| Molecular Formula | C10H10ClF3N4O3 |
| Molecular Weight | 326.66 |
| Units | Price (USD) | Availability |
|---|
PN: 4H39-7-06
CAS: 648859-91-0
Molecule Weight: 326.66
Formula: C10H10ClF3N4O3
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
![Methyl 2-[2-(2,3,3-trichloroacryloyl)hydrazino]-4-(trifluoromethyl)pyrimidine-5-carboxylate](data:image/png;base64,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)
PN: 4H39-7-05
CAS: 648859-28-3
Molecule Weight: 393.53
Formula: C10H6Cl3F3N4O3
PN: 4H39-3-X0
CAS: 175137-28-7
Molecule Weight: 236.154
Formula: C7H7F3N4O2
![Ethyl 2-{2-[3-(chloromethyl)benzoyl]hydrazino}-4-(trifluoromethyl)pyrimidine-5-carboxylate](data:image/png;base64,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)
PN: 4H39-7-08
CAS: 648859-92-1
Molecule Weight: 402.76
Formula: C16H14ClF3N4O3
PN: 4H58-3-X4
CAS: 149771-09-5
Molecule Weight: 235.166
Formula: C8H8F3N3O2
PN: 4H40-3-01
CAS: 648859-30-7
Molecule Weight: 312.252
Formula: C13H11F3N4O2
TSCA: Not listed on TSCA inventory