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)
| Product Number | 4H56-5-BY |
| Purity | 97 % |
| CAS | 405173-83-3 |
| MDL Number | MFCD18807556 |
| Molecular Formula | C9H9ClN2O |
| Molecular Weight | 196.63 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-5-BY
CAS: 405173-83-3
Molecule Weight: 196.63
Formula: C9H9ClN2O
PN: 4H56-3-AR
CAS: 392-38-1
Molecule Weight: 216.163
Formula: C9H7F3N2O
PN: 4H56-1-ZG
CAS: 4887-81-4
Molecule Weight: 162.192
Formula: C9H10N2O
PN: 4H56-1-0N8
CAS: 116345-47-2
Molecule Weight: 164.164
Formula: C8H8N2O2
![2-[Bromo(difluoro)methyl]-4-methoxy-1H-benzimidazole](data:image/png;base64,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)
PN: 4H07-B-0R
CAS: 2366994-70-7
Molecule Weight: 277.069
Formula: C9H7BrF2N2O
PN: 4H08-1-19
CAS: 51437-32-2
Molecule Weight: 192.218
Formula: C10H12N2O2
PN: 4H07-1-6X
CAS: 20033-99-2
Molecule Weight: 178.191
Formula: C9H10N2O2
TSCA: Not listed on TSCA inventory
