| Product Number | 3730-5-21 |
| Purity | 95 % |
| CAS | 27067-03-4 |
| MDL Number | MFCD07995729 |
| Molecular Formula | C10H14ClN |
| Molecular Weight | 183.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3730-5-21
CAS: 27067-03-4
Molecule Weight: 183.68
Formula: C10H14ClN
![1-[(4-Bromophenyl)methyl]cyclopropan-1-amine hydrochloride](data:image/png;base64,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)
PN: 3730-D-02
CAS: 29812-99-5
Molecule Weight: 262.58
Formula: C10H13BrClN
PN: 3630-1-R2
CAS: 400870-29-3
Molecule Weight: 239.362
Formula: C17H21N
PN: 3633-5-06
CAS: 209907-11-9
Molecule Weight: 197.71
Formula: C11H16ClN
PN: 3630-1-0B
CAS: 23459-38-3
Molecule Weight: 147.221
Formula: C10H13N
PN: 3730-1-03
CAS: 935-42-2
Molecule Weight: 147.221
Formula: C10H13N
PN: 3630-1-S1
CAS: 67659-37-4
Molecule Weight: 211.308
Formula: C15H17N
TSCA: Not listed on TSCA inventory
