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)
| Product Number | 4H01-5-41 |
| CAS | 10252-89-8 |
| MDL Number | MFCD00117218 |
| Molecular Formula | C10H11ClN2O |
| Molecular Weight | 210.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H01-5-41
CAS: 10252-89-8
Molecule Weight: 210.66
Formula: C10H11ClN2O
PN: 3H31-5-1E
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Molecule Weight: 229.1
Formula: C10H10Cl2N2
PN: 3H31-5-7C
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Molecule Weight: 243.13
Formula: C11H12Cl2N2
PN: 3H32-5-NB
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Molecule Weight: 180.64
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Formula: C9H8Cl2N2
PN: 3H33-5-2L
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PN: 3H32-5-Q0
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Molecule Weight: 166.61
Formula: C8H7ClN2
PN: 3H30-5-86
CAS: 185949-58-0
Molecule Weight: 195.65
Formula: C9H10ClN3
TSCA: Not listed on TSCA inventory