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)
| Product Number | 8H69-9-39 |
| CAS | 688798-57-4 |
| MDL Number | MFCD09340792 |
| Molecular Formula | C10H12BrNO3S |
| Molecular Weight | 306.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H69-9-39
CAS: 688798-57-4
Molecule Weight: 306.17
Formula: C10H12BrNO3S
![4-[(4-Bromophenyl)sulfonyl]morpholine](data:image/png;base64,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)
PN: 8H69-9-23
CAS: 834-67-3
Molecule Weight: 306.17
Formula: C10H12BrNO3S
![4-[(3-Bromophenyl)sulfonyl]morpholine](data:image/png;base64,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)
PN: 8H69-9-24
CAS: 871269-13-5
Molecule Weight: 306.17
Formula: C10H12BrNO3S
PN: 8669-9-29
CAS: 65000-12-6
Molecule Weight: 292.19
Formula: C10H14BrNO2S
![4-[(Morpholin-4-yl)sulfonyl]aniline](data:image/png;base64,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)
PN: 8H69-1-1H
CAS: 21626-70-0
Molecule Weight: 242.29
Formula: C10H14N2O3S
![4-{[4-(Bromomethyl)phenyl]sulfonyl}morpholine](data:image/png;base64,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)
PN: 8H69-9-X3
CAS: 138385-04-3
Molecule Weight: 320.2
Formula: C11H14BrNO3S
![4-[(4-Fluorobenzene)sulfonyl]morpholine](data:image/png;base64,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)
PN: 8H69-3-09
CAS: 383-23-3
Molecule Weight: 245.27
Formula: C10H12FNO3S
PN: 8H69-1-75
CAS: 22184-97-0
Molecule Weight: 242.29
Formula: C10H14N2O3S
TSCA: Not listed on TSCA inventory