| Product Number | 3H32-B-0Z |
| CAS | 1437794-36-9 |
| MDL Number | MFCD24448783 |
| Molecular Formula | C9H10BrF3N2 |
| Molecular Weight | 283.092 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-B-0Z
CAS: 1437794-36-9
Molecule Weight: 283.092
Formula: C9H10BrF3N2
PN: 3H32-B-0X
CAS: 1437794-58-5
Molecule Weight: 271.081
Formula: C8H10BrF3N2
PN: 3H32-B-0W
CAS: 1437794-62-1
Molecule Weight: 271.081
Formula: C8H10BrF3N2
![3-[3-(Trifluoromethyl)-1H-pyrazol-1-yl]pentan-1-amine](data:image/png;base64,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)
PN: 3H30-3-9C
CAS: 1006320-16-6
Molecule Weight: 221.227
Formula: C9H14F3N3
PN: 3H32-B-6J
CAS: 1245772-68-2
Molecule Weight: 243.027
Formula: C6H6BrF3N2
![2-[4-Bromo-3-(trifluoromethyl)-1H-pyrazol-1-yl]butanoic acid](data:image/png;base64,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)
PN: 4H21-B-0P
CAS: 1006473-58-0
Molecule Weight: 301.063
Formula: C8H8BrF3N2O2
PN: 3H32-3-7X
CAS: 1426958-36-2
Molecule Weight: 192.185
Formula: C8H11F3N2
![3-[4-Bromo-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanoic acid](data:image/png;base64,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)
PN: 4H21-B-0R
CAS: 1006348-79-3
Molecule Weight: 287.036
Formula: C7H6BrF3N2O2
TSCA: Not listed on TSCA inventory