| Product Number | 4H23-1-3R |
| Purity | 95 % |
| CAS | 1427460-94-3 |
| MDL Number | MFCD16619586 |
| Molecular Formula | C12H13NO3 |
| Molecular Weight | 219.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-1-3R
CAS: 1427460-94-3
Molecule Weight: 219.24
Formula: C12H13NO3
PN: 4H23-1-3S
CAS: 1427460-51-2
Molecule Weight: 205.213
Formula: C11H11NO3
PN: 4H56-1-00H
CAS: 38196-01-9
Molecule Weight: 191.186
Formula: C10H9NO3
![Methyl [2-(chloromethyl)-1,3-benzoxazol-5-yl]acetate](data:image/png;base64,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)
PN: 4H23-5-64
CAS: 924869-02-3
Molecule Weight: 239.66
Formula: C11H10ClNO3
PN: 4H23-1-T6
CAS: 97479-79-3
Molecule Weight: 191.186
Formula: C10H9NO3
PN: 4H56-1-0E4
CAS: 1267427-47-3
Molecule Weight: 203.285
Formula: C13H17NO
PN: 4H58-1-107
CAS: 153810-37-8
Molecule Weight: 177.159
Formula: C9H7NO3
PN: 4H56-1-0E7
CAS: 20514-29-8
Molecule Weight: 161.204
Formula: C10H11NO
TSCA: Not listed on TSCA inventory