![3-({[3,5-Bis(trifluoromethyl)phenyl]sulfonyl}amino)-N,N,N-trimethylpropan-1-aminium iodide](data:image/png;base64,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)
| Product Number | 8869-3-14 |
| CAS | 647824-15-5 |
| MDL Number | MFCD01566125 |
| Molecular Formula | C14H19F6IN2O2S |
| Molecular Weight | 520.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8869-3-14
CAS: 647824-15-5
Molecule Weight: 520.27
Formula: C14H19F6IN2O2S
PN: 8H69-3-03
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Molecule Weight: 348.38
Formula: C15H19F3N2O2S
PN: 8869-B-06
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Molecule Weight: 332.14
Formula: C9H9BrF3NO2S
PN: 8869-3-09
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Molecule Weight: 239.21
Formula: C8H8F3NO2S
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Molecule Weight: 368.68
Formula: C10H7ClF6N2O2S
PN: 8869-B-05
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Formula: C10H11BrF3NO2S
PN: 8869-3-00
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Molecule Weight: 293.18
Formula: C8H5F6NO2S
PN: 8669-B-X0
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Molecule Weight: 388.24
Formula: C13H17BrF3NO2S
TSCA: Not listed on TSCA inventory