| Product Number | 4H33-5-0K |
| Purity | 95 % |
| CAS | 954222-84-5 |
| MDL Number | MFCD13186324 |
| Molecular Formula | C10H14ClNO |
| Molecular Weight | 199.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H33-5-0K
CAS: 954222-84-5
Molecule Weight: 199.68
Formula: C10H14ClNO
PN: 4H56-1-996
CAS: 1243474-55-6
Molecule Weight: 174.203
Formula: C10H10N2O
PN: 4H07-5-1F
CAS: 1228070-90-3
Molecule Weight: 199.68
Formula: C10H14ClNO
![{2-[2-(Dimethylamino)ethoxy]phenyl}methanol](data:image/png;base64,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)
PN: 4656-1-2V
CAS: 59115-26-3
Molecule Weight: 195.262
Formula: C11H17NO2
PN: 4756-1-2Q
CAS: 26583-60-8
Molecule Weight: 151.209
Formula: C9H13NO
![3-[2-(Trifluoromethyl)phenoxy]azetidine](data:image/png;base64,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)
PN: 4H07-3-47
CAS: 76263-24-6
Molecule Weight: 217.191
Formula: C10H10F3NO
![2-[2-(Dimethylamino)ethoxy]benzaldehyde](data:image/png;base64,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)
PN: 4615-1-X2
CAS: 15182-06-6
Molecule Weight: 193.246
Formula: C11H15NO2
TSCA: Not listed on TSCA inventory
