| Product Number | 1700-B-3A |
| CAS | 1260850-05-2 |
| MDL Number | MFCD15527185 |
| Molecular Formula | C10H11Br |
| Molecular Weight | 211.102 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 1700-B-3A
CAS: 1260850-05-2
Molecule Weight: 211.102
Formula: C10H11Br
![1-(3-(Bromomethyl)phenyl)bicyclo[1.1.1]pentane](data:image/png;base64,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)
PN: 1700-9-74
CAS: 1823962-41-9
Molecule Weight: 237.14
Formula: C12H13Br
TSCA: Not listed on TSCA inventory