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isocyanate](data:image/png;base64,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)
| Product Number | 4H49-1-03 |
| Synonyms | 2,3-Dihydro-5-isocyanatobenzo[b]furan; 2,3-Dihydro-5-isocyanato-1-benzofuran |
| Purity | 95 % |
| CAS | 215162-92-8 |
| MDL Number | MFCD02677718 |
| Molecular Formula | C9H7NO2 |
| Molecular Weight | 161.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H49-1-03
CAS: 215162-92-8
Molecule Weight: 161.16
Formula: C9H7NO2
![5-Amino-2,3-dihydrobenzo[b]furan](data:image/png;base64,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)
PN: 4H30-1-V2
CAS: 42933-43-7
Molecule Weight: 135.166
Formula: C8H9NO
![2,3-Dihydrobenzo[b]furan-7-ylamine](data:image/png;base64,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)
PN: 4H30-1-9V
CAS: 13414-56-7
Molecule Weight: 135.166
Formula: C8H9NO
PN: 4H56-5-CP
CAS: 1173434-87-1
Molecule Weight: 169.61
Formula: C8H8ClNO
Melting Point: 39.6-41 ℃
Boiling Point: 130-132 ℃
TSCA: Not listed on TSCA inventory