| Product Number | 4H21-1-KQ |
| Purity | 97 % |
| CAS | 16034-49-4 |
| MDL Number | MFCD00297249 |
| Molecular Formula | C7H10N2O2 |
| Molecular Weight | 154.169 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-1-KQ
CAS: 16034-49-4
Molecule Weight: 154.169
Formula: C7H10N2O2
PN: 4H21-1-NM
CAS: 180741-44-0
Molecule Weight: 140.142
Formula: C6H8N2O2
PN: 4H21-1-HW
CAS: 180741-30-4
Molecule Weight: 140.142
Formula: C6H8N2O2
PN: 4H01-1-8E
CAS: 20000-80-0
Molecule Weight: 140.186
Formula: C7H12N2O
PN: 4H21-5-3W
CAS: 374913-86-7
Molecule Weight: 188.61
Formula: C7H9ClN2O2
![[3-(Difluoromethyl)-5-methyl-1H-pyrazol-1-yl]acetic acid](data:image/png;base64,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)
PN: 4H21-3-7Q
CAS: 957487-29-5
Molecule Weight: 190.15
Formula: C7H8F2N2O2
PN: 4H21-3-5L
CAS: 345637-71-0
Molecule Weight: 208.14
Formula: C7H7F3N2O2
![[5-(Difluoromethyl)-3-methyl-1H-pyrazol-1-yl]acetic acid](data:image/png;base64,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)
PN: 4H21-3-7P
CAS: 512809-86-8
Molecule Weight: 190.15
Formula: C7H8F2N2O2
TSCA: Not listed on TSCA inventory