| Product Number | 4H58-5-AK |
| CAS | 1404095-41-5 |
| MDL Number | MFCD26744206 |
| Molecular Formula | C8H9ClN2O2 |
| Molecular Weight | 200.62 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-5-AK
CAS: 1404095-41-5
Molecule Weight: 200.62
Formula: C8H9ClN2O2
PN: 4H58-5-88
CAS: 449811-28-3
Molecule Weight: 214.65
Formula: C9H11ClN2O2
PN: 4H57-5-15
CAS: 1060811-65-5
Molecule Weight: 172.57
Formula: C6H5ClN2O2
PN: 4H58-5-4F
CAS: 1018678-37-9
Molecule Weight: 186.6
Formula: C7H7ClN2O2
PN: 4H23-5-32
CAS: 849805-25-0
Molecule Weight: 186.6
Formula: C7H7ClN2O2
PN: 4H58-5-5H
CAS: 919354-11-3
Molecule Weight: 235.06
Formula: C8H8Cl2N2O2
![[6-Chloro-4-(methylamino)pyridin-3-yl]methanol](data:image/png;base64,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)
PN: 4H56-5-3W
CAS: 449811-30-7
Molecule Weight: 172.61
Formula: C7H9ClN2O
Melting Point: 88-90 ℃
TSCA: Not listed on TSCA inventory
