| Product Number | 3H30-1-QT |
| Purity | 98 % |
| CAS | 94924-94-4 |
| MDL Number | MFCD10009548 |
| Molecular Formula | C10H15N3 |
| Molecular Weight | 177.251 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-QT
CAS: 94924-94-4
Molecule Weight: 177.251
Formula: C10H15N3
PN: 3H30-1-0Q
CAS: 937623-38-6
Molecule Weight: 163.224
Formula: C9H13N3
PN: 3H30-1-WN
CAS: 1286273-41-3
Molecule Weight: 177.251
Formula: C10H15N3
![2-[(6-Aminopyridin-3-yl)(methyl)amino]ethan-1-ol](data:image/png;base64,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)
PN: 4H32-1-30
CAS: 884343-12-8
Molecule Weight: 167.212
Formula: C8H13N3O
PN: 3H30-1-WW
CAS: 1314353-75-7
Molecule Weight: 177.251
Formula: C10H15N3
PN: 3H30-1-WM
CAS: 144864-26-6
Molecule Weight: 177.251
Formula: C10H15N3
PN: 3H30-1-VZ
CAS: 55403-29-7
Molecule Weight: 177.251
Formula: C10H15N3
TSCA: Not listed on TSCA inventory