| Product Number | 4148-3-23 |
| CAS | 29952-92-9 |
| MDL Number | MFCD09763610 |
| Molecular Formula | C9H2F17NO2 |
| Molecular Weight | 479.093 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 250 mg | 136 | In Stock | |
| 1 g | 322 | In Stock | |
| 5 g | 993 | In Stock | |
| Bulk | Contact for Price | In Stock |
PN: 4148-3-23
CAS: 29952-92-9
Molecule Weight: 479.093
Formula: C9H2F17NO2
PN: 2123-3-A3
CAS: 1211025-06-7
Molecule Weight: 558.139
Formula: C12H5F19O3
PN: 2H10-2-01
CAS: 335-36-4
Molecule Weight: 416.061
Formula: C8F16O
PN: 2123-3-A1
CAS: 948014-25-3
Molecule Weight: 458.123
Formula: C10H5F15O3
![Perfluoro[3-(2-hexyloxy)propanoyl fluoride]](data:image/png;base64,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)
PN: 2116-2-14
CAS: 13140-31-3
Molecule Weight: 482.068
Formula: C9F18O2
PN: 2116-3-09
CAS:
Molecule Weight: 494.104
Formula: C10H3F17O3
Flash Point: >110 ℃
TSCA: Not listed on TSCA inventory