| Product Number | 4656-9-0F |
| CAS | 73387-60-7 |
| MDL Number | MFCD00121187 |
| Molecular Formula | C11H12BrNO |
| Molecular Weight | 254.127 |
| 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 | ||||
ammonium chloride](data:image/png;base64,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)
PN: 4933-D-01
CAS: 1091609-24-3
Molecule Weight: 304.61
Formula: C12H15BrClNO
PN: 4656-9-0F
CAS: 73387-60-7
Molecule Weight: 254.127
Formula: C11H12BrNO
ammonium chloride](data:image/png;base64,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)
PN: 4933-D-02
CAS: 24477-76-7
Molecule Weight: 346.69
Formula: C15H21BrClNO
ammonium chloride](data:image/png;base64,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)
PN: 4933-D-03
CAS: 252367-64-9
Molecule Weight: 388.77
Formula: C18H27BrClNO
PN: 4H32-9-E0
CAS: 178261-64-8
Molecule Weight: 268.154
Formula: C12H14BrNO
PN: 4656-9-E1
CAS: 251310-62-0
Molecule Weight: 256.099
Formula: C10H10BrNO2
PN: 4956-1-X3
CAS: 1201-93-0
Molecule Weight: 175.231
Formula: C11H13NO
PN: 4933-5-02
CAS: 30956-95-7
Molecule Weight: 225.72
Formula: C12H16ClNO
Melting Point: 80-82 ℃
TSCA: Not listed on TSCA inventory