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)
| Product Number | 4H56-1-1X |
| Synonyms | (Benzo[b]furan-5-yl)methylamine; 5-(Aminomethyl)-1-benzofuran |
| Purity | 97 % |
| CAS | 37798-08-6 |
| MDL Number | MFCD04974039 |
| Molecular Formula | C9H9NO |
| Molecular Weight | 147.177 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-1-0CX
CAS: 936220-61-0
Molecule Weight: 147.177
Formula: C9H9NO
PN: 4H47-1-67
CAS: 1307231-09-9
Molecule Weight: 176.175
Formula: C9H8N2O2
![Cyclopenta[b]pyran-5-ylmethanamine](data:image/png;base64,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)
PN: 4H56-1-GK
CAS: 121212-25-7
Molecule Weight: 147.177
Formula: C9H9NO
![Benzo[b]furan-5-carboxaldehyde](data:image/png;base64,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)
PN: 2H15-1-X4
CAS: 10035-16-2
Molecule Weight: 146.145
Formula: C9H6O2
Melting Point: 32-34 ℃
DOT/IATA/IMDG: UN 3259 - HC 8 - PG III
TSCA: Not listed on TSCA inventory
