![5,6-Dihydro-4H-pyrrolo[1,2-b]pyrazole-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-1-HE |
| Purity | 98 % |
| CAS | 796729-03-8 |
| MDL Number | MFCD11846936 |
| Molecular Formula | C7H8N2O2 |
| Molecular Weight | 152.153 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-1-HE
CAS: 796729-03-8
Molecule Weight: 152.153
Formula: C7H8N2O2
![Ethyl 5,6-dihydro-4H-pyrrolo[1,2-b]pyrazole-2-carboxylate](data:image/png;base64,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)
PN: 4H23-1-FG
CAS: 86477-09-0
Molecule Weight: 180.207
Formula: C9H12N2O2
![4,5,6,7-Tetrahydropyrazolo[1,5-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-022
CAS: 307313-03-7
Molecule Weight: 166.18
Formula: C8H10N2O2
![(5,6-Dihydro-4H-pyrrolo[1,2-b]pyrazol-2-yl)methanol](data:image/png;base64,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)
PN: 4H01-1-9M
CAS: 623564-45-4
Molecule Weight: 138.17
Formula: C7H10N2O
PN: 4H21-1-MU
CAS: 247583-70-6
Molecule Weight: 168.196
Formula: C8H12N2O2
![4-Oxo-4,5,6,7-tetrahydropyrazolo[1,5-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-021
CAS: 459157-20-1
Molecule Weight: 180.163
Formula: C8H8N2O3
PN: 4H58-1-135
CAS: 247583-69-3
Molecule Weight: 196.25
Formula: C10H16N2O2
PN: 4H58-1-9X
CAS: 50920-46-2
Molecule Weight: 154.169
Formula: C7H10N2O2
TSCA: Not listed on TSCA inventory