| Product Number | 3H32-7-Q6 |
| Synonyms | 2-Chloro-6-(trifluoromethyl)-1,4-benzodiazine |
| CAS | 41213-32-5 |
| MDL Number | MFCD05669533 |
| Molecular Formula | C9H4ClF3N2 |
| Molecular Weight | 232.59 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | In Stock | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H32-7-Q6
CAS: 41213-32-5
Molecule Weight: 232.59
Formula: C9H4ClF3N2
PN: 3H32-5-5C
CAS: 39267-05-5
Molecule Weight: 213.06
Formula: C9H6Cl2N2
PN: 3H32-5-QL
CAS: 90272-84-7
Molecule Weight: 178.62
Formula: C9H7ClN2
![4-Chloro-7-(trifluoromethyl)imidazo[1,2-a]quinoxaline](data:image/png;base64,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)
PN: 3H32-7-7S
CAS: 1060673-90-6
Molecule Weight: 271.63
Formula: C11H5ClF3N3
PN: 3H32-5-U7
CAS: 63810-80-0
Molecule Weight: 227.09
Formula: C10H8Cl2N2
PN: 3H32-5-3Z
CAS: 61148-40-1
Molecule Weight: 178.62
Formula: C9H7ClN2
Melting Point: 117-120 ℃
Boiling Point: 262.2 ℃
Flash Point: 125.6 ℃
TSCA: Not listed on TSCA inventory