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)
| Product Number | 7666-1-07 |
| CAS | 1935223-20-3 |
| MDL Number | MFCD29037308 |
| Molecular Formula | C11H13NS |
| Molecular Weight | 191.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7666-1-07
CAS: 1935223-20-3
Molecule Weight: 191.29
Formula: C11H13NS
![Bicyclo[1.1.1]pentan-1-yl(phenyl)sulfane](data:image/png;base64,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)
PN: 5666-1-08
CAS: 98585-81-0
Molecule Weight: 176.28
Formula: C11H12S
TSCA: Not listed on TSCA inventory
