| Product Number | 1700-B-4P |
| Purity | 97 % |
| CAS | 1776923-64-8 |
| MDL Number | MFCD28387957 |
| Molecular Formula | C11H12BrF |
| Molecular Weight | 243.119 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 1700-B-4P
CAS: 1776923-64-8
Molecule Weight: 243.119
Formula: C11H12BrF
PN: 1700-B-3P
CAS: 1353855-10-3
Molecule Weight: 215.065
Formula: C9H8BrF
PN: 3737-B-02
CAS: 749928-88-9
Molecule Weight: 240.075
Formula: C10H7BrFN
![[1-(4-Bromo-2-fluorophenyl)cyclopropyl]methanamine hydrochloride](data:image/png;base64,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)
PN: 3730-F-01
CAS: 1417636-74-8
Molecule Weight: 280.57
Formula: C10H12BrClFN
PN: 1700-B-3T
CAS: 1415096-07-9
Molecule Weight: 215.065
Formula: C9H8BrF
TSCA: Not listed on TSCA inventory