| Product Number | 4H01-1-78 |
| Synonyms | (3,5-Dimethyl-1-phenyl-1H-pyrazol-4-yl)methanol |
| Purity | 97 % |
| CAS | 58789-53-0 |
| MDL Number | MFCD06202725 |
| Molecular Formula | C12H14N2O |
| Molecular Weight | 202.257 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H01-1-78
CAS: 58789-53-0
Molecule Weight: 202.257
Formula: C12H14N2O
PN: 4H01-1-Z9
CAS: 153863-35-5
Molecule Weight: 188.23
Formula: C11H12N2O
PN: 4H21-1-54
CAS: 61226-19-5
Molecule Weight: 216.24
Formula: C12H12N2O2
PN: 3H37-1-7U
CAS: 23198-55-2
Molecule Weight: 197.241
Formula: C12H11N3
![[1-(4-Fluorophenyl)-5-methyl-1H-pyrazol-4-yl]methanol](data:image/png;base64,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)
PN: 4H01-3-X4
CAS: 465514-37-8
Molecule Weight: 206.22
Formula: C11H11FN2O
PN: 4H15-1-60
CAS: 22042-79-1
Molecule Weight: 200.241
Formula: C12H12N2O
PN: 3H30-5-77
CAS: 879896-52-3
Molecule Weight: 237.73
Formula: C12H16ClN3
PN: 4H21-1-DQ
CAS: 108444-21-9
Molecule Weight: 230.267
Formula: C13H14N2O2
Melting Point: 106-110 ℃
TSCA: Not listed on TSCA inventory