![Methyl 3-[(hydroxyimino)methyl]indole-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H47-1-18 |
| CAS | 861211-41-8 |
| MDL Number | MFCD04125006 |
| Molecular Formula | C11H10N2O3 |
| Molecular Weight | 218.212 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H47-1-18
CAS: 861211-41-8
Molecule Weight: 218.212
Formula: C11H10N2O3
PN: 4H23-1-AT
CAS: 18450-26-5
Molecule Weight: 203.197
Formula: C11H9NO3
PN: 4H58-1-ZM
CAS: 18377-65-6
Molecule Weight: 189.214
Formula: C11H11NO2
PN: 4H23-1-BN
CAS: 18450-27-6
Molecule Weight: 217.224
Formula: C12H11NO3
PN: 4H23-1-CC
CAS: 480996-91-6
Molecule Weight: 219.24
Formula: C12H13NO3
PN: 4H23-1-95
CAS: 54781-93-0
Molecule Weight: 233.223
Formula: C12H11NO4
PN: 4H58-1-ZL
CAS: 136831-13-5
Molecule Weight: 189.214
Formula: C11H11NO2
PN: 4H23-1-7F
CAS: 441800-93-7
Molecule Weight: 233.223
Formula: C12H11NO4
Melting Point: 206-208 ℃
TSCA: Not listed on TSCA inventory