| Product Number | 3H32-7-B2 |
| CAS | 2379918-50-8 |
| MDL Number | MFCD31812110 |
| Molecular Formula | C11H5Cl3F3N3 |
| Molecular Weight | 342.53 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-7-B2
CAS: 2379918-50-8
Molecule Weight: 342.53
Formula: C11H5Cl3F3N3
![4,5-Dichloro-6-methyl-2-[5-(trifluoromethyl)-2-pyridyl]pyrimidine](data:image/png;base64,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)
PN: 3H32-7-3W
CAS: 266679-65-6
Molecule Weight: 308.09
Formula: C11H6Cl2F3N3
PN: 3H32-5-LS
CAS: 1089330-86-8
Molecule Weight: 240.09
Formula: C10H7Cl2N3
![2-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]-6-(trifluoromethyl)pyrimidin-4-ol](data:image/png;base64,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)
PN: 4H56-7-95
CAS: 1582770-04-4
Molecule Weight: 343.61
Formula: C11H4ClF6N3O
PN: 3H32-5-4F
CAS: 306935-55-7
Molecule Weight: 240.09
Formula: C10H7Cl2N3
TSCA: Not listed on TSCA inventory