| Product Number | 7H66-9-21 |
| CAS | 364794-30-9 |
| MDL Number | MFCD00976127 |
| Molecular Formula | C10H15BrN2S |
| Molecular Weight | 275.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![1-[(4-Bromo-2-thienyl)methyl]piperazine](data:image/png;base64,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)
PN: 7H66-9-19
CAS: 1177272-46-6
Molecule Weight: 261.18
Formula: C9H13BrN2S
PN: 7H66-9-21
CAS: 364794-30-9
Molecule Weight: 275.21
Formula: C10H15BrN2S
PN: 7H66-9-20
CAS: 78909-24-7
Molecule Weight: 220.13
Formula: C7H10BrNS
![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
PN: 7H66-9-18
CAS: 1249047-09-3
Molecule Weight: 260.19
Formula: C10H14BrNS
TSCA: Not listed on TSCA inventory