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)
| Product Number | 4H56-3-V2 |
| Synonyms | 1-[3-(Difluoromethoxy)phenyl]-2-oxoimidazolidine; 1-(Difluoromethoxy)-3-(2-oxoimidazolidin-1-yl)benzene |
| CAS | 1378261-25-6 |
| MDL Number | MFCD20037413 |
| Molecular Formula | C10H10F2N2O2 |
| Molecular Weight | 228.199 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-3-V2
CAS: 1378261-25-6
Molecule Weight: 228.199
Formula: C10H10F2N2O2
PN: 4H53-3-0T
CAS: 1554285-69-6
Molecule Weight: 246.189
Formula: C10H9F3N2O2
![1-[4-(Difluoromethoxy)phenyl]imidazolidin-2-one](data:image/png;base64,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)
PN: 4H53-3-0S
CAS: 1550059-18-1
Molecule Weight: 228.199
Formula: C10H10F2N2O2
![1-[4-(Trifluoromethoxy)phenyl]imidazolidin-2-one](data:image/png;base64,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)
PN: 4H48-3-1B
CAS: 162748-20-1
Molecule Weight: 246.189
Formula: C10H9F3N2O2
![N-(2-Chloroethyl)-N'-[3-(difluoromethoxy)phenyl]urea](data:image/png;base64,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)
PN: 4653-7-06
CAS: 1427460-88-5
Molecule Weight: 264.66
Formula: C10H11ClF2N2O2
PN: 4H53-1-61
CAS: 169547-80-2
Molecule Weight: 206.201
Formula: C10H10N2O3
![1-[3-(Trifluoromethoxy)phenyl]piperazin-2-one](data:image/png;base64,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)
PN: 4H17-3-38
CAS: 215649-79-9
Molecule Weight: 260.216
Formula: C11H11F3N2O2
![1-[3-(Trifluoromethoxy)phenyl]piperazin-2-one hydrochloride](data:image/png;base64,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)
PN: 4H17-7-07
CAS: 221039-89-0
Molecule Weight: 296.67
Formula: C11H12ClF3N2O2
TSCA: Not listed on TSCA inventory