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)
| Product Number | 4H39-3-03 |
| Purity | 96 % |
| CAS | 650628-49-2 |
| MDL Number | MFCD09997745 |
| Molecular Formula | C7H7F3N2O |
| Molecular Weight | 192.141 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H39-3-03
CAS: 650628-49-2
Molecule Weight: 192.141
Formula: C7H7F3N2O
![[3-(Trifluoromethoxy)phenyl]hydrazine hydrochloride](data:image/png;base64,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)
PN: 4639-7-06
CAS: 133115-55-6
Molecule Weight: 228.6
Formula: C7H8ClF3N2O
PN: 4630-7-0E
CAS: 1431965-57-9
Molecule Weight: 195.59
Formula: C7H8ClF2NO
PN: 4656-3-67
CAS: 461699-34-3
Molecule Weight: 193.125
Formula: C7H6F3NO2
PN: 4656-3-12
CAS: 658-89-9
Molecule Weight: 192.141
Formula: C7H7F3N2O
PN: 4656-3-6U
CAS: 172282-50-7
Molecule Weight: 174.151
Formula: C7H8F2N2O
TSCA: Not listed on TSCA inventory
