sulfanyl]propyl})amine](data:image/png;base64,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)
| Product Number | 7766-7-01 |
| Synonyms | (2-Chlorobenzyl)(3-(pentafluoroethyl)sulfanylpropyl)amine |
| CAS | 1208079-00-8 |
| MDL Number | MFCD23381777 |
| Molecular Formula | C12H13ClF5NS |
| Molecular Weight | 333.75 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7766-7-01
CAS: 1208079-00-8
Molecule Weight: 333.75
Formula: C12H13ClF5NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-7-12
CAS: 1208079-66-6
Molecule Weight: 333.75
Formula: C12H13ClF5NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-7-02
CAS: 1208079-95-1
Molecule Weight: 283.74
Formula: C11H13ClF3NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-7-06
CAS: 1208080-69-6
Molecule Weight: 333.75
Formula: C12H13ClF5NS
![Benzyl({3-[(pentafluoroethyl)sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-3-34
CAS: 1208079-10-0
Molecule Weight: 299.3
Formula: C12H14F5NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-3-29
CAS: 1208079-54-2
Molecule Weight: 313.33
Formula: C13H16F5NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-3-21
CAS: 1208079-80-4
Molecule Weight: 317.29
Formula: C12H13F6NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-3-15
CAS: 1208079-74-6
Molecule Weight: 313.33
Formula: C13H16F5NS
TSCA: Not listed on TSCA inventory