![1-Chloro-3-methylpyrrolo[1,2-a]pyrazine](data:image/png;base64,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)
| Product Number | 3H32-5-4Z |
| Purity | 97 % |
| CAS | 1025054-90-3 |
| MDL Number | MFCD12924339 |
| Molecular Formula | C8H7ClN2 |
| Molecular Weight | 166.61 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-4Z
CAS: 1025054-90-3
Molecule Weight: 166.61
Formula: C8H7ClN2
![1-Chloropyrrolo[1,2-a]pyrazine](data:image/png;base64,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)
PN: 3H32-5-2K
CAS: 136927-64-5
Molecule Weight: 152.58
Formula: C7H5ClN2
TSCA: Not listed on TSCA inventory