| Product Number | 4H23-5-2K |
| CAS | 1092352-52-7 |
| MDL Number | MFCD11518957 |
| Molecular Formula | C11H9ClN2O2 |
| Molecular Weight | 236.66 |
| 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: 4H23-5-2K
CAS: 1092352-52-7
Molecule Weight: 236.66
Formula: C11H9ClN2O2
![Ethyl pyrrolo[1,2-c]pyrimidine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-1-BD
CAS: 107407-80-7
Molecule Weight: 190.202
Formula: C10H10N2O2
PN: 4H23-5-26
CAS: 1221288-22-7
Molecule Weight: 222.63
Formula: C10H7ClN2O2
PN: 4H23-5-Y8
CAS: 1196152-00-7
Molecule Weight: 186.6
Formula: C7H7ClN2O2
TSCA: Not listed on TSCA inventory