![4-Chloro-5H-pyrrolo[3,2-d]pyrimidin-2-amine](data:image/png;base64,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)
| Product Number | 3H30-5-40 |
| Synonyms | 2-Amino-4-chloro-5H-pyrrolo[3,2-d]pyrimidine |
| CAS | 943736-58-1 |
| MDL Number | MFCD09800375 |
| Molecular Formula | C6H5ClN4 |
| Molecular Weight | 168.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-5-40
CAS: 943736-58-1
Molecule Weight: 168.58
Formula: C6H5ClN4
![4-Chloro-5H-pyrrolo[3,2-d]pyrimidine](data:image/png;base64,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)
PN: 3H32-5-V4
CAS: 84905-80-6
Molecule Weight: 153.57
Formula: C6H4ClN3
TSCA: Not listed on TSCA inventory