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)
| Product Number | 3937-5-X2 |
| Synonyms | 2-[1-(4-Chlorophenyl)ethylidene]propanedinitrile |
| CAS | 3111-60-2 |
| MDL Number | MFCD00084972 |
| Molecular Formula | C11H7ClN2 |
| Molecular Weight | 202.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3937-5-X2
CAS: 3111-60-2
Molecule Weight: 202.64
Formula: C11H7ClN2
PN: 3937-5-X0
CAS: 1867-38-5
Molecule Weight: 188.61
Formula: C10H5ClN2
PN: 3H37-1-7J
CAS: 5447-87-0
Molecule Weight: 168.199
Formula: C11H8N2
PN: 3637-5-EB
CAS: 28446-72-2
Molecule Weight: 163.6
Formula: C9H6ClN
PN: 3937-7-X2
CAS: 324-58-3
Molecule Weight: 257.69
Formula: C15H9ClFN
PN: 3937-7-X1
CAS: 366-21-2
Molecule Weight: 257.69
Formula: C15H9ClFN
Melting Point: 93 ℃
DOT/IATA/IMDG: UN 3439 - HC 6.1 - PG III
TSCA: Not listed on TSCA inventory
