| Product Number | 3H30-1-WD |
| Purity | 96 % |
| CAS | 67455-41-8 |
| MDL Number | MFCD01365906 |
| Molecular Formula | C10H15N3 |
| Molecular Weight | 177.251 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: P612-A-47
CAS: 16153-81-4
Molecule Weight: 191.278
Formula: C11H17N3
PN: 3H32-1-N3
CAS: 115619-01-7
Molecule Weight: 205.305
Formula: C12H19N3
PN: 3H30-1-3M
CAS: 68944-97-8
Molecule Weight: 253.349
Formula: C16H19N3
PN: 3H30-1-5N
CAS: 443914-86-1
Molecule Weight: 219.332
Formula: C13H21N3
PN: 3H30-1-3U
CAS: 927998-85-4
Molecule Weight: 219.332
Formula: C13H21N3
PN: 3H30-1-5U
CAS: 1007676-07-4
Molecule Weight: 217.316
Formula: C13H19N3
![4-[4-(2-Hydroxyethyl)piperazin-1-yl]aniline](data:image/png;base64,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)
PN: 4H30-1-1U
CAS: 5521-39-1
Molecule Weight: 221.304
Formula: C12H19N3O
TSCA: Not listed on TSCA inventory