| Product Number | 7H70-1-R1 |
| Purity | 97 % |
| CAS | 106092-11-9 |
| MDL Number | MFCD07369986 |
| Molecular Formula | C7H11N3S |
| Molecular Weight | 169.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 7H70-1-1C
CAS: 104617-49-4
Molecule Weight: 169.25
Formula: C7H11N3S
PN: 7H70-1-S0
CAS: 106092-09-5
Molecule Weight: 169.25
Formula: C7H11N3S
PN: 7H70-1-R1
CAS: 106092-11-9
Molecule Weight: 169.25
Formula: C7H11N3S
PN: 7H70-1-47
CAS: 104632-26-0
Molecule Weight: 211.33
Formula: C10H17N3S
PN: 7H70-1-Z0
CAS: 2933-29-1
Molecule Weight: 154.23
Formula: C7H10N2S
PN: 7H30-1-0D
CAS: 7496-50-6
Molecule Weight: 168.26
Formula: C8H12N2S
PN: 7H70-1-Y8
CAS: 81779-11-5
Molecule Weight: 210.34
Formula: C11H18N2S
![(S)-N6-[2-(trans-4-Aminocyclohexyl)ethyl]-N6-propyl-4,5,6,7-tetrahydrobenzothiazole-2,6-diamine](data:image/png;base64,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)
PN: 7H70-1-4A
CAS: 1393886-88-8
Molecule Weight: 336.54
Formula: C18H32N4S
Melting Point: 228-230 ℃
TSCA: Not listed on TSCA inventory