| Product Number | 4H15-5-85 |
| CAS | 898796-01-5 |
| MDL Number | MFCD04115466 |
| Molecular Formula | C12H7Cl2NO |
| Molecular Weight | 252.09 |
| Units | Price (USD) | Availability |
|---|
PN: 4H15-5-85
CAS: 898796-01-5
Molecule Weight: 252.09
Formula: C12H7Cl2NO
PN: 4H58-5-9U
CAS: 887976-19-4
Molecule Weight: 233.65
Formula: C12H8ClNO2
![[6-(3,5-Dichlorophenyl)-3-pyridyl]methanol](data:image/png;base64,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)
PN: 4H56-5-LE
CAS: 887974-84-7
Molecule Weight: 254.11
Formula: C12H9Cl2NO
PN: 4H15-1-4U
CAS: 885950-11-8
Molecule Weight: 211.22
Formula: C13H9NO2
PN: 4H17-1-7J
CAS: 35022-79-8
Molecule Weight: 197.237
Formula: C13H11NO
PN: 4H17-1-7E
CAS: 1216790-93-0
Molecule Weight: 211.264
Formula: C14H13NO
TSCA: Not listed on TSCA inventory
