![2-[4-(3-Fluoropropoxy)phenyl]acetonitrile](data:image/png;base64,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)
| Product Number | 4637-3-5H |
| CAS | 477862-25-2 |
| MDL Number | MFCD02082793 |
| Molecular Formula | C11H12FNO |
| Molecular Weight | 193.221 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4637-3-5H
CAS: 477862-25-2
Molecule Weight: 193.221
Formula: C11H12FNO
PN: 4637-3-1A
CAS: 1346521-34-3
Molecule Weight: 179.194
Formula: C10H10FNO
![1-[4-(3-Fluoropropoxy)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 2717-3-34
CAS: 400878-19-5
Molecule Weight: 196.221
Formula: C11H13FO2
![2-[4-(Cyclopentyloxy)phenyl]acetonitrile](data:image/png;base64,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)
PN: 4637-1-71
CAS: 900137-13-5
Molecule Weight: 201.269
Formula: C13H15NO
![[4-(3-Fluoropropoxy)phenyl]methanol](data:image/png;base64,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)
PN: 2707-3-29
CAS: 449778-58-9
Molecule Weight: 184.21
Formula: C10H13FO2
TSCA: Not listed on TSCA inventory
