| Product Number | 4H32-1-12 |
| CAS | 937022-12-3 |
| MDL Number | MFCD06411629 |
| Molecular Formula | C11H10N2O2 |
| Molecular Weight | 202.213 |
| Units | Price (USD) | Availability |
|---|
PN: 4H32-1-12
CAS: 937022-12-3
Molecule Weight: 202.213
Formula: C11H10N2O2
PN: 4H31-1-2G
CAS: 141791-06-2
Molecule Weight: 188.186
Formula: C10H8N2O2
PN: 4H56-1-ZF
CAS: 154257-70-2
Molecule Weight: 204.229
Formula: C11H12N2O2
PN: 4H21-1-3Q
CAS: 890621-48-4
Molecule Weight: 232.195
Formula: C11H8N2O4
PN: 4H56-1-ZU
CAS: 144026-74-4
Molecule Weight: 174.203
Formula: C10H10N2O
![2-[3-(2H-1,3-Benzodioxol-5-yl)-1H-pyrazol-1-yl]ethan-1-ol](data:image/png;base64,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)
PN: 4H08-1-0D
CAS: 955976-57-5
Molecule Weight: 232.239
Formula: C12H12N2O3
PN: 4H31-1-2F
CAS: 1019007-45-4
Molecule Weight: 202.213
Formula: C11H10N2O2
PN: 4H56-1-ZD
CAS: 208519-08-8
Molecule Weight: 219.244
Formula: C11H13N3O2
Melting Point: 141-143 ℃
TSCA: Not listed on TSCA inventory