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)
| Product Number | 4H44-5-0C |
| Purity | 98 % |
| CAS | 113770-21-1 |
| MDL Number | MFCD07364075 |
| Molecular Formula | C8H8ClNO |
| Molecular Weight | 169.61 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H44-5-0C
CAS: 113770-21-1
Molecule Weight: 169.61
Formula: C8H8ClNO
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Molecule Weight: 183.64
Formula: C9H10ClNO
PN: 4H17-5-3E
CAS: 27320-99-6
Molecule Weight: 183.59
Formula: C8H6ClNO2
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Molecule Weight: 135.166
Formula: C8H9NO
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Formula: C8H8ClNO
PN: 4H48-5-HA
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Molecule Weight: 197.62
Formula: C9H8ClNO2
PN: 4H48-5-HE
CAS: 1506636-10-7
Molecule Weight: 197.62
Formula: C9H8ClNO2
![3,4-Dihydro-2H-benzo[1,4]oxazin-6-ol](data:image/png;base64,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)
PN: 4H01-1-9K
CAS: 26021-57-8
Molecule Weight: 151.165
Formula: C8H9NO2
TSCA: Not listed on TSCA inventory