| Product Number | 4H56-1-0P0 |
| CAS | 886493-60-3 |
| MDL Number | MFCD03170139 |
| Molecular Formula | C8H8N2O2 |
| Molecular Weight | 164.164 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-0P0
CAS: 886493-60-3
Molecule Weight: 164.164
Formula: C8H8N2O2
![2-Methyl-1H-benzo[d]imidazol-5-ol](data:image/png;base64,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)
PN: 4H01-1-AP
CAS: 41292-66-4
Molecule Weight: 148.165
Formula: C8H8N2O
PN: 4H07-1-6X
CAS: 20033-99-2
Molecule Weight: 178.191
Formula: C9H10N2O2
PN: 4H56-1-0N8
CAS: 116345-47-2
Molecule Weight: 164.164
Formula: C8H8N2O2
PN: 4H56-1-ZG
CAS: 4887-81-4
Molecule Weight: 162.192
Formula: C9H10N2O
PN: 4H08-1-19
CAS: 51437-32-2
Molecule Weight: 192.218
Formula: C10H12N2O2
PN: 4H56-3-EF
CAS: 919054-04-9
Molecule Weight: 232.162
Formula: C9H7F3N2O2
![5-Methoxy-1H-benzo[d]imidazole-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-LG
CAS: 887572-60-3
Molecule Weight: 192.174
Formula: C9H8N2O3
TSCA: Not listed on TSCA inventory