| Product Number | 8H56-B-01 |
| Purity | 97 % |
| CAS | 1211182-74-9 |
| MDL Number | MFCD08458094 |
| Molecular Formula | C15H12BrFN2OS |
| Molecular Weight | 367.24 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 8H56-B-01
CAS: 1211182-74-9
Molecule Weight: 367.24
Formula: C15H12BrFN2OS
PN: 8H56-B-04
CAS: 1209843-32-2
Molecule Weight: 367.24
Formula: C15H12BrFN2OS
PN: 8H56-B-06
CAS: 1211414-44-6
Molecule Weight: 367.24
Formula: C15H12BrFN2OS
PN: 8H56-B-03
CAS: 1209726-22-6
Molecule Weight: 385.23
Formula: C15H11BrF2N2OS
PN: 8H56-B-05
CAS: 1210224-35-3
Molecule Weight: 385.23
Formula: C15H11BrF2N2OS
![2-[4-Bromo-2-(trifluoromethyl)phenyl]amino-4-(2-hydroxyphenyl)-1,3-thiazole hydrobromide](data:image/png;base64,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)
PN: 8H56-B-02
CAS: 1210389-46-0
Molecule Weight: 496.14
Formula: C16H11Br2F3N2OS
PN: 7H31-3-11
CAS: 887267-19-8
Molecule Weight: 298.38
Formula: C17H15FN2S
![2-[(4-Ethoxyphenyl)amino]-4-(4-fluoro-3-methylphenyl)-1,3-thiazole](data:image/png;base64,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)
PN: 8H56-3-02
CAS: 1092346-81-0
Molecule Weight: 328.41
Formula: C18H17FN2OS
Melting Point: 205-210 ℃
TSCA: Not listed on TSCA inventory