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)
| Product Number | 3H32-5-45 |
| Purity | 95 % |
| CAS | 63200-54-4 |
| MDL Number | MFCD08059281 |
| Molecular Formula | C6H3Cl2N3 |
| Molecular Weight | 188.01 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-45
CAS: 63200-54-4
Molecule Weight: 188.01
Formula: C6H3Cl2N3
![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
![2,4-Dichloro-5-methyl-5H-pyrrolo[3,2-d]pyrimidine](data:image/png;base64,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)
PN: 3H32-5-B9
CAS: 129872-81-7
Molecule Weight: 202.04
Formula: C7H5Cl2N3
![2-Chloro-5H-pyrrolo[3,2-d]pyrimidine](data:image/png;base64,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)
PN: 3H32-5-1A
CAS: 1119280-66-8
Molecule Weight: 153.57
Formula: C6H4ClN3
![4-Chloro-5-methylpyrrolo[3,2-d]pyrimidine](data:image/png;base64,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)
PN: 3H32-5-1T
CAS: 871024-38-3
Molecule Weight: 167.6
Formula: C7H6ClN3
Melting Point: 229-231 ℃
TSCA: Not listed on TSCA inventory