| 3H32-3-02 | |
| 2-(Difluoromethyl)-1H-1,3-benzodiazole | |
| 97 % | |
| 705-09-9 | |
| MFCD00463015 | |
| C8H6F2N2 | |
| 168.147 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| 5 g | $ 85 | Contact for Availability | ||
| 25 g | $ 275 | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H32-3-02
CAS: 705-09-9
Molecule Weight: 168.147
Formula: C8H6F2N2
PN: 3H32-3-93
CAS: 312-73-2
Molecule Weight: 186.137
Formula: C8H5F3N2
PN: 3H32-7-20
CAS: 14468-38-3
Molecule Weight: 202.59
Formula: C8H5ClF2N2
PN: 3H32-3-96
CAS: 61532-00-1
Molecule Weight: 218.155
Formula: C9H6F4N2
PN: 3H32-3-75
CAS: 383-08-4
Molecule Weight: 236.145
Formula: C9H5F5N2
PN: 3H32-7-BR
CAS: 91437-08-0
Molecule Weight: 202.59
Formula: C8H5ClF2N2
PN: 3H32-7-86
CAS: 656-49-5
Molecule Weight: 220.58
Formula: C8H4ClF3N2
Melting Point: 155-157 ℃
Flash Point: >110 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
![2-Methyl-1H-benzo[d]imidazole](data:image/png;base64,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)