| Product Number | 4656-1-5Y |
| CAS | 954238-84-7 |
| MDL Number | MFCD09701243 |
| Molecular Formula | C12H18N2O3 |
| Molecular Weight | 238.287 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4656-1-5Y
CAS: 954238-84-7
Molecule Weight: 238.287
Formula: C12H18N2O3
PN: 4651-1-05
CAS: 154150-18-2
Molecule Weight: 223.272
Formula: C12H17NO3
PN: 4656-1-6A
CAS: 362670-09-5
Molecule Weight: 238.287
Formula: C12H18N2O3
PN: 4656-1-5X
CAS: 1283176-56-6
Molecule Weight: 268.269
Formula: C12H16N2O5
![Ethyl N-[2-(trifluoromethoxy)phenyl]carbamate](data:image/png;base64,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)
PN: 4648-3-94
CAS: 259137-83-2
Molecule Weight: 249.189
Formula: C10H10F3NO3
TSCA: Not listed on TSCA inventory