| Product Number | 4H55-1-76 |
| Purity | 95 % |
| CAS | 40621-84-9 |
| MDL Number | MFCD07082699 |
| Molecular Formula | C8H7N3O2 |
| Molecular Weight | 177.163 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H55-1-76
CAS: 40621-84-9
Molecule Weight: 177.163
Formula: C8H7N3O2
PN: 4H54-1-AW
CAS: 677702-36-2
Molecule Weight: 191.146
Formula: C8H5N3O3
![[3-(Difluoromethyl)-1H-indazol-5-yl]azinate](data:image/png;base64,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)
PN: 4H54-3-2F
CAS: 2020068-88-4
Molecule Weight: 213.144
Formula: C8H5F2N3O2
PN: 4H54-1-LB
CAS: 101420-67-1
Molecule Weight: 177.163
Formula: C8H7N3O2
PN: 4H58-1-WM
CAS: 78155-76-7
Molecule Weight: 207.145
Formula: C8H5N3O4
PN: 4H54-1-5F
CAS: 81115-43-7
Molecule Weight: 177.163
Formula: C8H7N3O2
TSCA: Not listed on TSCA inventory
