![[5-Methyl-4-nitro-3-(trifluoromethyl)-1H-pyrazol-1-yl]acetic acid](data:image/png;base64,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)
| Product Number | 4H54-3-3J |
| Purity | 95.0 % |
| CAS | 1001754-77-3 |
| MDL Number | MFCD00297973 |
| Molecular Formula | C7H6F3N3O4 |
| Molecular Weight | 253.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-3-3J
CAS: 1001754-77-3
Molecule Weight: 253.137
Formula: C7H6F3N3O4
![2-[4-Nitro-3-(trifluoromethyl)-1H-pyrazol-1-yl]butanoic acid](data:image/png;base64,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)
PN: 4H54-3-2Z
CAS: 1006459-45-5
Molecule Weight: 267.164
Formula: C8H8F3N3O4
PN: 4H54-3-39
CAS: 808764-32-1
Molecule Weight: 237.138
Formula: C7H6F3N3O3
PN: 4H54-3-07
CAS: 1017793-88-2
Molecule Weight: 237.138
Formula: C7H6F3N3O3
PN: 4H21-3-5L
CAS: 345637-71-0
Molecule Weight: 208.14
Formula: C7H7F3N2O2
![[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
![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
PN: 4H54-3-3G
CAS: 1005576-58-8
Molecule Weight: 209.128
Formula: C6H6F3N3O2
TSCA: Not listed on TSCA inventory