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)
| Product Number | 8H70-1-V1 |
| Synonyms | N-{4-[Ethoxy(oxo)acetyl]-1,3-thiazol-2-yl}formamide; 4-[Ethoxy(oxo)acetyl]-2-(formylamino)-1,3-thiazole |
| CAS | 64987-03-7 |
| MDL Number | MFCD00010412 |
| Molecular Formula | C8H8N2O4S |
| Molecular Weight | 228.22 |
| Units | Price (USD) | Availability |
|---|
PN: 8H70-1-V1
CAS: 64987-03-7
Molecule Weight: 228.22
Formula: C8H8N2O4S
PN: 8H70-1-Y5
CAS: 64987-08-2
Molecule Weight: 200.21
Formula: C7H8N2O3S
![Ethyl 2-{2-[(4-chlorobenzoyl)amino]-1,3-thiazol-4-yl}-2-oxoacetate](data:image/png;base64,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)
PN: 8H58-5-06
CAS: 255874-83-0
Molecule Weight: 338.76
Formula: C14H11ClN2O4S
![Ethyl 2-{2-[(2-chloroacetyl)amino]-1,3-thiazol-4-yl}acetate](data:image/png;base64,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)
PN: 8H58-5-35
CAS: 19749-93-0
Molecule Weight: 262.71
Formula: C9H11ClN2O3S
![Ethyl 2-{2-[(2-bromoacetyl)amino]-1,3-thiazol-4-yl}acetate](data:image/png;base64,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)
PN: 8H58-9-04
CAS: 19749-92-9
Molecule Weight: 307.16
Formula: C9H11BrN2O3S
Melting Point: 232-234 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.10.9000
EINECS: 265-299-4