| Product Number | 4H21-B-0N |
| CAS | 1989659-84-8 |
| MDL Number | MFCD30342737 |
| Molecular Formula | C7H4BrF2NO2 |
| Molecular Weight | 252.015 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-B-0N
CAS: 1989659-84-8
Molecule Weight: 252.015
Formula: C7H4BrF2NO2
PN: 4H21-B-0M
CAS:
Molecule Weight: 266.042
Formula: C8H6BrF2NO2
PN: 4H21-F-00
CAS:
Molecule Weight: 286.46
Formula: C7H3BrClF2NO2
PN: 4H58-3-5P
CAS: 913091-98-2
Molecule Weight: 173.119
Formula: C7H5F2NO2
![[6-(Bromodifluoromethyl)pyridin-3-yl]methanol](data:image/png;base64,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)
PN: 4H01-B-0S
CAS:
Molecule Weight: 238.032
Formula: C7H6BrF2NO
PN: 4H21-3-36
CAS: 231291-22-8
Molecule Weight: 191.109
Formula: C7H4F3NO2
PN: 4H23-3-4N
CAS: 1355729-43-9
Molecule Weight: 187.146
Formula: C8H7F2NO2
PN: 4H23-F-04
CAS:
Molecule Weight: 300.48
Formula: C8H5BrClF2NO2
TSCA: Not listed on TSCA inventory