| Product Number | 4633-5-06 |
| Purity | 95 % |
| CAS | 60399-02-2 |
| MDL Number | MFCD00142934 |
| Molecular Formula | C8H12ClNO |
| Molecular Weight | 173.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4633-5-06
CAS: 60399-02-2
Molecule Weight: 173.64
Formula: C8H12ClNO
![2-[(Ethylamino)methyl]phenol](data:image/png;base64,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)
PN: 4631-1-19
CAS: 108206-05-9
Molecule Weight: 151.209
Formula: C9H13NO
PN: 4631-1-0S
CAS: 6851-80-5
Molecule Weight: 151.209
Formula: C9H13NO
![2-[(Benzylamino)methyl]phenol hydrochloride](data:image/png;base64,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)
PN: 4756-5-45
CAS: 73057-58-6
Molecule Weight: 249.74
Formula: C14H16ClNO
![4-[(Methylamino)methyl]phenol](data:image/png;base64,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)
PN: 4631-1-0Q
CAS: 78507-19-4
Molecule Weight: 137.182
Formula: C8H11NO
![2-[(Propylamino)methyl]phenol](data:image/png;base64,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)
PN: 4631-1-18
CAS: 84672-90-2
Molecule Weight: 165.236
Formula: C10H15NO
![4-[(Methylamino)methyl]phenol hydrochloride](data:image/png;base64,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)
PN: 4633-5-0A
CAS: 63989-88-8
Molecule Weight: 173.64
Formula: C8H12ClNO
TSCA: Not listed on TSCA inventory
