| Product Number | 8H61-1-15 |
| Purity | 97 % |
| CAS | 58089-25-1 |
| MDL Number | MFCD01318607 |
| Molecular Formula | C8H6N2O2S |
| Molecular Weight | 194.21 |
| Units | Price (USD) | Availability |
|---|
PN: 4H21-1-3V
CAS: 15788-16-6
Molecule Weight: 162.148
Formula: C8H6N2O2
PN: 4H23-1-Q7
CAS: 26663-77-4
Molecule Weight: 176.175
Formula: C9H8N2O2
PN: 8H61-1-15
CAS: 58089-25-1
Molecule Weight: 194.21
Formula: C8H6N2O2S
PN: 4H23-1-KA
CAS: 58842-61-8
Molecule Weight: 190.202
Formula: C10H10N2O2
PN: 4H56-1-1P
CAS: 53484-17-6
Molecule Weight: 176.175
Formula: C9H8N2O2
PN: 4H56-1-2X
CAS: 709-19-3
Molecule Weight: 176.175
Formula: C9H8N2O2
PN: 4H21-1-KJ
CAS: 53484-18-7
Molecule Weight: 176.175
Formula: C9H8N2O2
![6-Amino-1H-benzo[d]imidazole-5-carboxylic acid](data:image/png;base64,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)
PN: 4H57-1-V8
CAS: 863216-51-7
Molecule Weight: 177.163
Formula: C8H7N3O2
TSCA: Not listed on TSCA inventory