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pyrrolo[1,2-c]pyrimidine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-1-BD |
| Purity | 95 % |
| CAS | 107407-80-7 |
| MDL Number | MFCD02082826 |
| Molecular Formula | C10H10N2O2 |
| Molecular Weight | 190.202 |
| 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: 4H23-1-BD
CAS: 107407-80-7
Molecule Weight: 190.202
Formula: C10H10N2O2
![Pyrrolo[1,2-c]pyrimidine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-PM
CAS: 251102-27-9
Molecule Weight: 162.148
Formula: C8H6N2O2
![Pyrrolo[1,2-c]pyrimidine-3-carboxylic acid hydrochloride hydrate](data:image/png;base64,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)
PN: 4H21-5-87
CAS:
Molecule Weight: 216.62
Formula: C8H9ClN2O3
PN: 4H23-5-2K
CAS: 1092352-52-7
Molecule Weight: 236.66
Formula: C11H9ClN2O2
TSCA: Not listed on TSCA inventory