| Product Number | 7H70-1-Y8 |
| Synonyms | 6-tert-Butyl-4,5,6,7-tetrahydro-1,3-benzothiazol-2-amine |
| CAS | 81779-11-5 |
| MDL Number | MFCD02854748 |
| Molecular Formula | C11H18N2S |
| Molecular Weight | 210.34 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 7H70-1-Y8
CAS: 81779-11-5
Molecule Weight: 210.34
Formula: C11H18N2S
PN: 7H30-1-0D
CAS: 7496-50-6
Molecule Weight: 168.26
Formula: C8H12N2S
PN: 7H70-1-Z0
CAS: 2933-29-1
Molecule Weight: 154.23
Formula: C7H10N2S
PN: 7H31-1-0A
CAS: 40534-18-7
Molecule Weight: 168.26
Formula: C8H12N2S
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
![5,6-Dihydro-4H-cyclopenta[d]thiazol-2-amine](data:image/png;base64,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)
PN: 7H70-1-3G
CAS: 53051-97-1
Molecule Weight: 140.2
Formula: C6H8N2S
TSCA: Not listed on TSCA inventory