| Product Number | 8H70-1-9B |
| Purity | 98 % |
| CAS | 338454-48-1 |
| MDL Number | MFCD01309097 |
| Molecular Formula | C9H13NOS |
| Molecular Weight | 183.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H70-1-9B
CAS: 338454-48-1
Molecule Weight: 183.27
Formula: C9H13NOS
![2-[(Methylamino)methyl]-5-(morpholin-4-ylmethyl)thiophene](data:image/png;base64,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)
PN: 8H31-1-06
CAS: 893742-71-7
Molecule Weight: 226.34
Formula: C11H18N2OS
![4-[(4-Bromothien-2-yl)methyl]morpholine](data:image/png;base64,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)
PN: 8H70-9-05
CAS: 194851-19-9
Molecule Weight: 262.17
Formula: C9H12BrNOS
![5-[(Morpholin-4-yl)methyl]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 8H15-1-03
CAS: 893744-01-9
Molecule Weight: 211.28
Formula: C10H13NO2S
PN: 8H70-9-08
CAS: 364793-76-0
Molecule Weight: 262.17
Formula: C9H12BrNOS
PN: 8H56-1-34
CAS: 113825-05-1
Molecule Weight: 229.34
Formula: C11H19NO2S
TSCA: Not listed on TSCA inventory