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)
| Product Number | 4H07-3-47 |
| Purity | 97 % |
| CAS | 76263-24-6 |
| MDL Number | MFCD12828803 |
| Molecular Formula | C10H10F3NO |
| Molecular Weight | 217.191 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H07-3-47
CAS: 76263-24-6
Molecule Weight: 217.191
Formula: C10H10F3NO
PN: 4H33-5-0K
CAS: 954222-84-5
Molecule Weight: 199.68
Formula: C10H14ClNO
![3-[4-(Trifluoromethyl)phenoxy]azetidine](data:image/png;base64,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)
PN: 4H07-3-46
CAS: 76263-21-3
Molecule Weight: 217.191
Formula: C10H10F3NO
![3-[4-(Trifluoromethyl)phenoxy]azetidine hydrochloride](data:image/png;base64,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)
PN: 4831-7-00
CAS: 1236862-38-6
Molecule Weight: 253.65
Formula: C10H11ClF3NO
PN: 4H56-1-996
CAS: 1243474-55-6
Molecule Weight: 174.203
Formula: C10H10N2O
TSCA: Not listed on TSCA inventory