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)
| Product Number | 4H31-1-60 |
| Synonyms | N-Methyl-1-(tetrahydrofuran-3-yl)methylamine |
| Purity | 97 % |
| CAS | 7179-93-3 |
| MDL Number | MFCD09040652 |
| Molecular Formula | C6H13NO |
| Molecular Weight | 115.176 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H31-1-60
CAS: 7179-93-3
Molecule Weight: 115.176
Formula: C6H13NO
![6-Oxa-2-azaspiro[3.4]octane hemioxalate](data:image/png;base64,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)
PN: 4H22-1-75
CAS: 1392804-58-8
Molecule Weight: 316.354
Formula: C14H24N2O6
PN: 4H56-1-Q2
CAS: 165253-31-6
Molecule Weight: 101.149
Formula: C5H11NO
PN: 4H56-1-R07
CAS: 1048962-82-8
Molecule Weight: 101.149
Formula: C5H11NO
PN: 4H56-1-S15
CAS: 1048962-84-0
Molecule Weight: 101.149
Formula: C5H11NO
PN: 4H56-5-60
CAS: 184950-35-4
Molecule Weight: 137.61
Formula: C5H12ClNO
PN: 4H56-5-RC
CAS: 1400744-17-3
Molecule Weight: 137.61
Formula: C5H12ClNO
![Hexahydro-1H-furo[3,4-c]pyrrole](data:image/png;base64,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)
PN: 4H56-1-654
CAS: 60889-32-9
Molecule Weight: 113.16
Formula: C6H11NO
TSCA: Not listed on TSCA inventory