![2',7'-Dibromospiro[cyclopent[3]ene-1,9'-fluorene]](data:image/png;base64,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)
| Product Number | 1900-9-22 |
| CAS | 951884-04-1 |
| MDL Number | MFCD09800925 |
| Molecular Formula | C17H12Br2 |
| Molecular Weight | 376.091 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 1900-9-22
CAS: 951884-04-1
Molecule Weight: 376.091
Formula: C17H12Br2
PN: 1700-9-10
CAS: 287493-15-6
Molecule Weight: 301.227
Formula: C17H17Br
![2',7'-Dibromo-2-vinylspiro[cyclopropane-1,9'-fluorene]](data:image/png;base64,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)
PN: 1900-9-21
CAS: 951884-03-0
Molecule Weight: 376.091
Formula: C17H12Br2
PN: 1700-9-80
CAS: 157771-56-7
Molecule Weight: 408.177
Formula: C19H20Br2
PN: 1700-9-W5
CAS: 28320-32-3
Molecule Weight: 352.069
Formula: C15H12Br2
PN: 1700-9-40
CAS: 474918-32-6
Molecule Weight: 397.315
Formula: C25H17Br
PN: 1700-9-49
CAS: 28320-31-2
Molecule Weight: 273.173
Formula: C15H13Br
PN: 1700-9-61
CAS: 186259-63-2
Molecule Weight: 476.211
Formula: C25H16Br2
TSCA: Not listed on TSCA inventory