| Product Number | 3633-F-S0 |
| Purity | 97 % |
| CAS | 1624261-91-1 |
| MDL Number | MFCD22988854 |
| Molecular Formula | C8H10BrClFN |
| Molecular Weight | 254.53 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3633-F-R0
CAS: 1624262-55-0
Molecule Weight: 254.53
Formula: C8H10BrClFN
PN: 3633-F-S0
CAS: 1624261-91-1
Molecule Weight: 254.53
Formula: C8H10BrClFN
PN: 3630-F-0B
CAS:
Molecule Weight: 272.52
Formula: C8H9BrClF2N
PN: 3630-F-X1
CAS: 289038-14-8
Molecule Weight: 240.5
Formula: C7H8BrClFN
![1-(2-Bromophenyl)-N-[(4-fluorophenyl)methyl]ethanamine](data:image/png;base64,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)
PN: 3631-B-02
CAS:
Molecule Weight: 308.194
Formula: C15H15BrFN
![(1S)-1-(2-Bromophenyl)-N-[(4-fluorophenyl)methyl]ethanamine](data:image/png;base64,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)
PN: 3631-B-S2
CAS:
Molecule Weight: 308.194
Formula: C15H15BrFN
PN: 3630-B-13
CAS: 261723-29-9
Molecule Weight: 204.042
Formula: C7H7BrFN
PN: 3637-B-10
CAS: 61150-58-1
Molecule Weight: 214.037
Formula: C8H5BrFN
TSCA: Not listed on TSCA inventory