| Product Number | 1900-B-00 |
| CAS | 81613-58-3 |
| MDL Number | MFCD00119523 |
| Molecular Formula | C11H5BrF6 |
| Molecular Weight | 331.055 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 1900-B-00
CAS: 81613-58-3
Molecule Weight: 331.055
Formula: C11H5BrF6
![Bis[3,5-bis(trifluoromethyl)phenyl]acetylene](data:image/png;base64,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)
PN: 1900-3-51
CAS: 397864-20-9
Molecule Weight: 450.227
Formula: C18H6F12
![3-[3,5-Bis(trifluoromethyl)phenyl]prop-2-yn-1-ol](data:image/png;base64,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)
PN: 2901-3-X2
CAS: 81613-61-8
Molecule Weight: 268.158
Formula: C11H6F6O
![3-[3-(Trifluoromethyl)phenyl]prop-2-yn-1-ol](data:image/png;base64,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)
PN: 2901-3-03
CAS: 65126-85-4
Molecule Weight: 200.16
Formula: C10H7F3O
PN: 1900-3-53
CAS: 88444-81-9
Molecule Weight: 238.132
Formula: C10H4F6
PN: 1900-3-17
CAS: 705-28-2
Molecule Weight: 170.134
Formula: C9H5F3
PN: 1900-3-0K
CAS: 1622871-80-0
Molecule Weight: 194.156
Formula: C11H5F3
PN: 1900-3-38
CAS: 1159512-57-8
Molecule Weight: 152.144
Formula: C9H6F2
TSCA: Not listed on TSCA inventory