| Product Number | 4H58-5-80 |
| CAS | 1472-27-1 |
| MDL Number | MFCD02090159 |
| Molecular Formula | C12H19ClN4O2 |
| Molecular Weight | 286.76 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-5-80
CAS: 1472-27-1
Molecule Weight: 286.76
Formula: C12H19ClN4O2
![Methyl 3-amino-6-chloro-5-[(cyclopropylmethyl)amino]pyrazine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-5-81
CAS: 1144-56-5
Molecule Weight: 256.69
Formula: C10H13ClN4O2
PN: 4H58-5-72
CAS: 1503-32-8
Molecule Weight: 244.68
Formula: C9H13ClN4O2
PN: 4H58-5-83
CAS: 256414-79-6
Molecule Weight: 270.72
Formula: C11H15ClN4O2
PN: 4H58-5-73
CAS: 1458-23-7
Molecule Weight: 244.68
Formula: C9H13ClN4O2
PN: 4H58-5-84
CAS: 27314-83-6
Molecule Weight: 240.65
Formula: C9H9ClN4O2
PN: 4H58-5-79
CAS: 1154-82-1
Molecule Weight: 292.72
Formula: C13H13ClN4O2
PN: 4H58-5-82
CAS: 27282-34-4
Molecule Weight: 272.69
Formula: C10H13ClN4O3
TSCA: Not listed on TSCA inventory