![[3-Cyclopropyl-5-(difluoromethyl)-1H-pyrazol-1-yl]acetic acid](data:image/png;base64,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)
| Product Number | 4H21-3-7H |
| CAS | 1001519-25-0 |
| MDL Number | MFCD05861720 |
| Molecular Formula | C9H10F2N2O2 |
| Molecular Weight | 216.188 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-3-7H
CAS: 1001519-25-0
Molecule Weight: 216.188
Formula: C9H10F2N2O2
![[5-Cyclopropyl-3-(difluoromethyl)-1H-pyrazol-1-yl]acetic acid](data:image/png;base64,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)
PN: 4H21-3-7G
CAS: 1002032-66-7
Molecule Weight: 216.188
Formula: C9H10F2N2O2
![[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
![[4-Chloro-5-cyclopropyl-3-(difluoromethyl)-1H-pyrazol-1-yl]acetic acid](data:image/png;base64,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)
PN: 4H21-7-1Q
CAS: 1002032-77-0
Molecule Weight: 250.63
Formula: C9H9ClF2N2O2
![[4-Chloro-5-cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]acetic acid](data:image/png;base64,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)
PN: 4H21-7-1D
CAS: 1006447-79-5
Molecule Weight: 268.62
Formula: C9H8ClF3N2O2
![2-[5-Cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]ethanol](data:image/png;base64,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)
PN: 4H01-3-2C
CAS: 1006480-18-7
Molecule Weight: 220.195
Formula: C9H11F3N2O
![[4-Bromo-5-cyclopropyl-3-(difluoromethyl)-1H-pyrazol-1-yl]acetic acid](data:image/png;base64,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)
PN: 4H21-B-10
CAS: 1001500-11-3
Molecule Weight: 295.084
Formula: C9H9BrF2N2O2
![[4-Bromo-5-cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]acetic acid](data:image/png;base64,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)
PN: 4H21-B-0X
CAS: 1001518-92-8
Molecule Weight: 313.074
Formula: C9H8BrF3N2O2
TSCA: Not listed on TSCA inventory