![7-(Aminomethyl)-2,3-dihydro-2,2-dimethylbenzo[b]furan](data:image/png;base64,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)
| Product Number | 4H30-1-Y8 |
| Synonyms | (2,3-Dihydro-2,2-dimethyl-1-benzofuran-7-yl)methylamine; 7-(Aminomethyl)-2,3-dihydro-2,2-dimethyl-1-benzofuran |
| Purity | 97 % |
| CAS | 868755-44-6 |
| MDL Number | MFCD08271885 |
| Molecular Formula | C11H15NO |
| Molecular Weight | 177.247 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-1-Y8
CAS: 868755-44-6
Molecule Weight: 177.247
Formula: C11H15NO
![N-[(2,2-Dimethyl-2,3-dihydro-1-benzofuran-7-yl)methyl]-N-methylamine](data:image/png;base64,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)
PN: 4H31-1-38
CAS: 868755-46-8
Molecule Weight: 191.274
Formula: C12H17NO
PN: 2H10-1-28
CAS: 30590-60-4
Molecule Weight: 162.232
Formula: C11H14O
![2,2-Dimethyl-7-(hydroxymethyl)-2,3-dihydrobenzo[b]furan](data:image/png;base64,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)
PN: 2H01-1-10
CAS: 38002-89-0
Molecule Weight: 178.231
Formula: C11H14O2
![2,3-Dihydro-2,2-dimethylbenzo[b]furan-7-carboxaldehyde](data:image/png;base64,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)
PN: 2H15-1-19
CAS: 38002-88-9
Molecule Weight: 176.215
Formula: C11H12O2
![5-(Aminomethyl)-2,3-dihydrobenzo[b]furan](data:image/png;base64,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)
PN: 4H56-1-7A
CAS: 55745-74-9
Molecule Weight: 149.193
Formula: C9H11NO
![5-(Aminomethyl)-2,3-dihydrobenzo[b]furan hydrochloride](data:image/png;base64,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)
PN: 4H56-5-M2
CAS: 635309-62-5
Molecule Weight: 185.65
Formula: C9H12ClNO
PN: 2H10-1-0K
CAS: 1746-11-8
Molecule Weight: 134.178
Formula: C9H10O
Boiling Point: 70-75 ℃
DOT/IATA/IMDG: UN 2735 - HC 8 - PG III
TSCA: Not listed on TSCA inventory