| Product Number | 3631-7-00 |
| CAS | 62924-64-5 |
| MDL Number | MFCD00013628 |
| Molecular Formula | C8H9ClFN |
| Molecular Weight | 173.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3631-7-00
CAS: 62924-64-5
Molecule Weight: 173.62
Formula: C8H9ClFN
PN: 3631-7-X1
CAS: 62924-59-8
Molecule Weight: 187.64
Formula: C9H11ClFN
amine](data:image/png;base64,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)
PN: 3631-7-06
CAS: 823188-81-4
Molecule Weight: 173.62
Formula: C8H9ClFN
PN: 3630-7-X7
CAS: 15205-15-9
Molecule Weight: 159.59
Formula: C7H7ClFN
PN: 3H31-7-63
CAS: 62924-66-7
Molecule Weight: 201.67
Formula: C10H13ClFN
PN: 3630-7-12
CAS: 15205-11-5
Molecule Weight: 159.59
Formula: C7H7ClFN
PN: 3730-7-33
CAS: 42365-60-6
Molecule Weight: 196.05
Formula: C7H8Cl2FN
PN: 3730-7-02
CAS: 261762-85-0
Molecule Weight: 173.62
Formula: C8H9ClFN
TSCA: Not listed on TSCA inventory