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)
| Product Number | 4639-3-01 |
| Purity | 96 % |
| CAS | 791029-98-6 |
| MDL Number | MFCD05662499 |
| Molecular Formula | C7H7F3N2O |
| Molecular Weight | 192.141 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4639-3-01
CAS: 791029-98-6
Molecule Weight: 192.141
Formula: C7H7F3N2O
![[2-(Trifluoromethoxy)phenyl]hydrazine hydrochloride](data:image/png;base64,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)
PN: 4639-7-05
CAS: 133115-76-1
Molecule Weight: 228.6
Formula: C7H8ClF3N2O
PN: 4656-7-39
CAS: 452077-64-4
Molecule Weight: 213.58
Formula: C7H7ClF3NO
PN: 4656-3-71
CAS: 873055-90-4
Molecule Weight: 192.141
Formula: C7H7F3N2O
PN: 4639-7-14
CAS: 133115-72-7
Molecule Weight: 228.6
Formula: C7H8ClF3N2O
PN: 4656-3-6C
CAS: 1261581-61-6
Molecule Weight: 193.125
Formula: C7H6F3NO2
TSCA: Not listed on TSCA inventory
