| Product Number | 4H23-1-X6 |
| Synonyms | 3-(tert-Butyl)-5-(ethoxycarbonyl)-1-(3-methylbenzyl)-1H-pyrazole; 3-{[3-(tert-Butyl)-5-(ethoxycarbonyl)-1H-pyrazol-1-yl]methyl}toluene |
| CAS | 306936-95-8 |
| MDL Number | MFCD01571360 |
| Molecular Formula | C18H24N2O2 |
| Molecular Weight | 300.402 |
| Units | Price (USD) | Availability |
|---|
PN: 4H23-1-X6
CAS: 306936-95-8
Molecule Weight: 300.402
Formula: C18H24N2O2
PN: 4H23-1-6F
CAS: 175277-04-0
Molecule Weight: 286.375
Formula: C17H22N2O2
PN: 4H23-3-Z2
CAS: 306936-98-1
Molecule Weight: 304.365
Formula: C17H21FN2O2
PN: 4H23-1-65
CAS: 306936-99-2
Molecule Weight: 328.456
Formula: C20H28N2O2
PN: 4H21-1-0A
CAS: 306937-00-8
Molecule Weight: 272.348
Formula: C16H20N2O2
![Ethyl 3-methyl-1-[3-(trifluoromethyl)benzyl]-1H-pyrazole-5-carboxylate](data:image/png;base64,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)
PN: 4H23-3-86
CAS: 849465-20-9
Molecule Weight: 312.292
Formula: C15H15F3N2O2
PN: 4H56-1-CE
CAS: 306936-96-9
Molecule Weight: 355.26
Formula: C17H20Cl2N2O2
PN: 4H21-1-U6
CAS: 100957-85-5
Molecule Weight: 258.321
Formula: C15H18N2O2
Boiling Point: 135 ℃
TSCA: Not listed on TSCA inventory