| Product Number | 7H30-D-01 |
| Synonyms | (2-Bromothien-3-yl)methylamine hydrochloride |
| Purity | 97 % |
| CAS | 886460-60-2 |
| MDL Number | MFCD04971979 |
| Molecular Formula | C5H7BrClNS |
| Molecular Weight | 228.53 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7H30-D-01
CAS: 886460-60-2
Molecule Weight: 228.53
Formula: C5H7BrClNS
![2-Bromo-3-[methyl(aminomethyl)]thiophene](data:image/png;base64,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)
PN: 7H31-9-03
CAS: 331766-69-9
Molecule Weight: 206.1
Formula: C6H8BrNS
PN: 7H60-D-00
CAS: 1235439-93-6
Molecule Weight: 228.53
Formula: C5H7BrClNS
Boiling Point: 70 ℃
TSCA: Not listed on TSCA inventory
