![[5-(Difluoromethyl)-3-methyl-1H-pyrazol-1-yl]acetic acid](data:image/png;base64,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)
| Product Number | 4H21-3-7P |
| Purity | 95 % |
| CAS | 512809-86-8 |
| MDL Number | MFCD03074503 |
| Molecular Formula | C7H8F2N2O2 |
| Molecular Weight | 190.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-3-7P
CAS: 512809-86-8
Molecule Weight: 190.15
Formula: C7H8F2N2O2
![[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
![2-[3,5-Bis(difluoromethyl)-1H-pyrazol-1-yl]propanoic acid](data:image/png;base64,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)
PN: 4H21-3-6Y
CAS: 1005586-13-9
Molecule Weight: 240.158
Formula: C8H8F4N2O2
![Ethyl [5-methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]acetate](data:image/png;base64,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)
PN: 4H23-3-T0
CAS: 299405-24-6
Molecule Weight: 236.194
Formula: C9H11F3N2O2
![2-[5-Methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanoic acid](data:image/png;base64,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)
PN: 4H21-3-6Z
CAS: 1005566-34-6
Molecule Weight: 222.167
Formula: C8H9F3N2O2
![[3-Cyclopropyl-5-(difluoromethyl)-1H-pyrazol-1-yl]acetic acid](data:image/png;base64,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)
PN: 4H21-3-7H
CAS: 1001519-25-0
Molecule Weight: 216.188
Formula: C9H10F2N2O2
![[4-Bromo-3-(difluoromethyl)-5-methyl-1H-pyrazol-1-yl]acetic acid](data:image/png;base64,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)
PN: 4H21-B-0Z
CAS: 1001518-81-5
Molecule Weight: 269.046
Formula: C7H7BrF2N2O2
TSCA: Not listed on TSCA inventory