![4-[2-(Trifluoromethyl)-1H-benzimidazol-1-yl]butanoic acid](data:image/png;base64,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)
| Product Number | 4H21-3-Y4 |
| Purity | 97 % |
| CAS | 876728-42-6 |
| MDL Number | MFCD07397470 |
| Molecular Formula | C12H11F3N2O2 |
| Molecular Weight | 272.227 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-3-Y4
CAS: 876728-42-6
Molecule Weight: 272.227
Formula: C12H11F3N2O2
PN: 4H21-1-7K
CAS: 436091-31-5
Molecule Weight: 204.229
Formula: C11H12N2O2
![1-[2-(Trifluoromethyl)-1H-1,3-benzodiazol-1-yl]propan-2-one](data:image/png;base64,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)
PN: 4H17-3-1J
CAS: 321980-88-5
Molecule Weight: 242.201
Formula: C11H9F3N2O
![1-(Piperidin-4-yl)-2-(trifluoromethyl)-1H-benzo[d]imidazole](data:image/png;base64,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)
PN: 3H31-3-6E
CAS: 742076-06-8
Molecule Weight: 269.271
Formula: C13H14F3N3
![4-[2-(Hydroxymethyl)-1H-benzoimidazol-1-yl]butyl pivalate](data:image/png;base64,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)
PN: 4H56-1-0A9
CAS: 797032-02-1
Molecule Weight: 304.39
Formula: C17H24N2O3
![4-[2-(Chloromethyl)benzimidazol-1-yl]butyl pivalate](data:image/png;base64,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)
PN: 4H58-5-9S
CAS: 807316-60-5
Molecule Weight: 322.83
Formula: C17H23ClN2O2
PN: 3H32-3-01
CAS: 139591-03-0
Molecule Weight: 226.202
Formula: C11H9F3N2
![2-[2-(Trifluoromethyl)-1H-1,3-benzodiazol-1-yl]ethan-1-ol](data:image/png;base64,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)
PN: 4H01-3-0Y
CAS: 116040-98-3
Molecule Weight: 230.19
Formula: C10H9F3N2O
Melting Point: 142.5-144.5 ℃
TSCA: Not listed on TSCA inventory