| Product Number | 2201-9-01 |
| Purity | 98 % |
| CAS | 104224-68-2 |
| MDL Number | MFCD00169077 |
| Molecular Formula | C16H19BrO |
| Molecular Weight | 307.231 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2201-9-01
CAS: 104224-68-2
Molecule Weight: 307.231
Formula: C16H19BrO
PN: 2707-9-08
CAS: 104224-63-7
Molecule Weight: 321.258
Formula: C17H21BrO
PN: 2701-9-0F
CAS: 1043871-14-2
Molecule Weight: 213.074
Formula: C9H9BrO
PN: 2701-9-0H
CAS: 911817-98-6
Molecule Weight: 213.074
Formula: C9H9BrO
PN: 2701-D-03
CAS: 2367002-72-8
Molecule Weight: 289.6
Formula: C12H14BrClO
![1-[5-Bromo-2-(2,2,2-trifluoroethoxy)phenyl]adamantane](data:image/png;base64,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)
PN: 2707-B-00
CAS: 929000-50-0
Molecule Weight: 389.256
Formula: C18H20BrF3O
![1-[2-(Benzyloxy)-5-bromophenyl]adamantane](data:image/png;base64,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)
PN: 2707-9-07
CAS: 736992-49-7
Molecule Weight: 397.356
Formula: C23H25BrO
Melting Point: 137-141 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
