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)
| Product Number | 4H47-1-X1 |
| Synonyms | 2,3-Dihydro-N'-hydroxy-1-benzofuran-5-carboximidamide; 2,3-Dihydro-N'-hydroxybenzo[b]furan-5-carboxamidine |
| Purity | 95.0 % |
| CAS | 306936-07-2 |
| MDL Number | MFCD04035721 |
| Molecular Formula | C9H10N2O2 |
| Molecular Weight | 178.191 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H47-1-X1
CAS: 306936-07-2
Molecule Weight: 178.191
Formula: C9H10N2O2
![2,3-Dihydrobenzo[b]furan-5-carboxaldehyde O5-ethyloxime](data:image/png;base64,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)
PN: 4H47-1-43
CAS: 655235-26-0
Molecule Weight: 191.23
Formula: C11H13NO2
![5-(Aminomethyl)-2,3-dihydrobenzo[b]furan](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB0rAAAdKwHjidMVAAAB+XpUWHRtb2xTb3VyY2UAAHicfZTbbtswDEB/hdDzqpvvQZwiaDFgQLsBawfsbVBsJTUQS4Xs3P5+lJ1kdpsZtkGK5KFNivL8/lhvYa9dU1mTE0E5AW0KW1Zmk5Nfr1/vUnK/mBcYhIGmyclb277PGDscDrR407U6WkMLW5PePzs21SjmEFDrNkxyLtjv56eXjrmrTNMqU2ikmmrWdMYnW6i2+4r/vILVyu0rw/pwVrt9n+2P5P7m9NiU5F8tD+hbIgrraqthbV2tWthLTvHmX2CjjXaq1SWsTmgOaIi1L+bPj7bY1dq0qPoMVaG2L63bFWio7VYXO0yGyrfHnNQCAdXaeumcOoHXvFkJUBJUACoEFYGKQSWgUlAZKMHxEdjjrfYveT2965x8h4fr9eOiYWtkThIaZSKAs4ipjJL4IkKaySCDAH1cgqRCRjEIKiUPL6uzr48kcMKMEeoyRVOQoghoLFBIyhMUggZ8uIqyOMNVGnYAT9PkAvQ4ls+u9S/mK2vKgQpVmZMVFutDfup1I8+9IWBdqR2Om0/gQ4eAHAO+k9NAMAZ836/A8hYQjgG/S9NANAb8nk4D8RjwEzBdQzIG/LxMA+kY8NM1DWRjoJvFacL7P1QxQG7WLT7u9nncJxn5af9uI2wwX+xyFlH9dE7Z4BAz/HUt/gJDznWj9+DuVQAAMJ9JREFUeF7t3QncVnP+/3G7xpKxlV0IeTRkFI0lWwqNLcagLImM5TdCjGEIw1DTDGMZJmnlH0K21GAS2RVjJ3tFaigVaWzz/d/vk3N1ru91n6v7/tzXOddyXs/H4zxmdH3Pua7re537vM/yXZZzAAAYLOf/AwAADUGAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBEDmtW8/OG954omP/CIFouXjNKSMz7JOuRAgADLPD5Ajjxzjfvjhf36xPA050DekjM+yTrkQIAAyzw8QLWPHvuUXy9OQA31Dyvgs65QLAQIg8/zw0LL//re6xYu/84vmNORA35AyPss65UKAAMg8PzjC/z9kyIt+0ZyGHOgbUsZnWadcCBAAmRc9aN9zz5u5/9+p0zA3b95iv3igIQf6hpTxWdYpFwIEQOZFD9rff/+DO/zwO3P/PXDgU37xQEMO9A0p47OsUy4ECIDM8w/aEyd+kPvvjh2HuOnT53trFK5Tn4aU8VnWKRcCBEDm1XfQ7tXr3ty/nXfeI5HSS9S3jq8hZXyWdcqFAAGQefUdtF98cVbev7/66pzIGvWv44uWsSyVjgABkHlxB+2+fSfk/v2kk+7Pey1unSg/EBq7VDoCBEDmxR2033tvrtt555tzrz3++Ie51+LWifIDobFLpSNAAGResYP2pZdOyr12xBF35oY4KbZOqCFlfJZ1yoUAAZB5xQ7as2d/6Xbd9Zbc6+onIsXWCTWkjM+yTrkQIAAyb1kH7b/97dnc61273uq+/vq7Za4jDSnj89f56KMv3MiRL7vTThvnDj54tPvFL4a4ffYZ4fr0ecDde+9byxz0MUkECIDM8w/avgUL/uv23nt4rszgwVOXuY40pIzPXyf63/UtChIFWjkQIAAyzz9o10dXAWEZDXHSkHUaUsbnr9O9+x3ummuedc89N9PNnLnAffPN9+7TT790o0a94nbffWhQ7tprn/O2kg4CBEDm+Qft+ujAfeCBt+WVXdY6DSnja8w699//dlCuW7f/57+UCgIEQOY19KAdHrD9JU5Dyvgas87Chd8E5fRcpBwIEACZ19CDth5Ya7bCSgmQGTMWBOUOO+x2/6VUECAAMq8xB23Nl14pAfKnP00Oyt144xT/pVQQIABQhR5++D3XocPg4LnMl19+47+cCgIEAKrM00/PCJ57qIPjSy996r+cGgIEAKrI5MnTg+DQGF3/+tf7/supIkAAoEo8+uj7wQRXeu4xduxb/supI0AAoAqoCXE4MvCdd77uv1wWBAgAVLjbb38teGBeSeEhBAgAVLChQ18KgkMBEo4EXCkIEACoYH6fk7jl888X+asmjgABgBhffLHY/frXd7l99x0ZzJFeDn5QxC0ECABUkIceeid3gNbMhMhHgABAjOjgiX/4w0T/5cwjQAAgBgFSHAECADEIkOIIEACIQYAUR4AAQAwCpDgCBABiECDFESAAEIMAKY4AAYAYBEhxBAgAxCBAiiNAACAGAVIcAQIAMQiQ4ggQAIhBgBRHgABADAKkOAIEAGIQIMURIAAQgwApjgABgBgESHEECADEIECKI0AAIAYBUhwBAgAxCJDiCBAAiEGAFEeAAEAMAqQ4AgQAYhAgxREgABCDACmOAAGAGARIcQQIAMQgQIojQAAgBgFSHAECADHuvfcNt+OO1wbLBRf803858wgQAIgxZsyTbostegdL376D/ZczjwABgBi33XafW3vtnYKlT58L/ZczjwABgBhDhw5zyy+/QrD07NnTfznzCBAAiDF06FC33HLLBUuPHj38lzOPAAGAGARIcQQIAMQgQIojQAAgBgFSHAECADEIkOIIEACIQYAUR4AAQAwCpDgCBABiECDFESAAEIMAKY4AAYAYBEhxBAgAxCBAiiNAACAGAVIcAQIAMQiQ4ggQAIhBgBRHgABADAKkOAIEAGIQIMURIAAQgwApjgABgBgESHEECADEIECKI0AAIAYBUhwBAgAxCJDiCBCgAf773/+6wYMHu/fff99/CTWMACmOAAGW4ZFHHnE//elPg4PICius4K688kr3zTff+MVQY+bOnev23XffXIDssssufpHMI0CAGO+++647+OCDcweQ6LL11lu7Bx54wF8FNeC7775z119/vVtnnXXyfvPtt9/eL5p5BAjgWbBggTvvvPPcKquskncAWX755QuCpEuXLu7NN9/0N4Eq9eijj7q2bdsW/M7rr7++mzp1ql888wgQ4Ec//PBDcM+7ZcuWBQcQ3f/W84+rrrrKrbnmmnmvrbTSSu63v/2tmzdvnr9JVAldbR566KEFv/tmm23mRo8e7RfHjwgQoM6TTz7p2rdvX3AA6dChg3vqqafyyn766aeuV69ewfOQaNl1113X/f3vf3fff/99XnlUroULF7rzzz+/4GpztdVWc5dccon7+uuv/VUQQYAg06ZPn+6OOeaYguDYYIMN3LBhw9z//vc/f5WcF154we22224F6/7sZz9zEydO9Iujguh31e+r39n//bQ/aL/AshEgyCSdWeoMU2ea0YOHzkR1Rqoz04a67bbb3CabbFJwIOrevTvNfiuQrih1Zen/XroC1ZUoGo4AQebonrbubfsHEN0D171wi0WLFrn+/fu7n/zkJ3nbXHXVVd0FF1zQqEBCMmbMmBE8y/J/dz3z0rMvPQND4xAgyAy1otljjz0KDiBqdaPWN6Xw0UcfuV//+tcF77Hhhhu64cOHF70lhmToavPSSy+t92pTre3U6g42BAhq3uzZs13v3r0LHnqrnb/a+6vdf6k98cQT7uc//3lBkOy8887umWee8YsjIbfffnu9V5vq32O92sRSBAhqlnqLDxw40DVv3jzv4KFmt2eccUbQ0zhJuiUyZMiQoA+BfwA79thj3cyZM/1VUCIvvvii69SpU0G9b7fddsHIAigNAgQ16f7773etW7cuOIB07tzZvf76637xRM2fP9/169evoKno6quv7v74xz+6xYsX+6vAaM6cOe6kk06q92rzuuuuS+RqM8sIENSUN954I+gd7gfHVltt5e677z6/eKqmTZvmfvnLXxZ8tlatWrk777zTL45G+Pbbb92gQYPcWmutlVe3uto8/fTT3eeff+6vghIgQGLo1oOaZ9IyozqoF7h6g+uAET2A6PbVgAEDKmrww3/+85+uTZs2BUGy1157uX//+99+cSzDgw8+GIxN5tenBkJ87bXX/OIoIQKkHqeddlpuJ9QorH369Ala6egsB5VFvb7V+1u9wKMHD93COPHEE4Ne45VIt1L+9re/ubXXXjvvc6+44orB/vaf//zHXwUejUHWtWvXguDYcsst3dixY/3iSAAB4tH98ZVXXrlgp9SiP3YNYaEzHs0PgfL617/+FfT69n8n9Q6fMmWKX7wi6dbKqaeeGgRH9DvoxOWvf/0rJy310NXmmWeeWfB3qjHKGGo/XQRIhB5mRg9I/h91dFljjTVcz5493d133x10IkN63nvvPXfYYYcV/CabbrppcNuxGr3yyitun332KfhO22yzjXvooYf84pmkq80bb7yx4GpToyTrxG7WrFn+KkgYARIRvXWlHsTqeKaz3N/85jf1jpkTLuqg9Ktf/So4eH355Zf+ZlEi6s39+9//PvhtovWv3t/qBV4LQa4Tki222KJgHzvggAPc22+/7RfPjMceeyyYj8Ovl1133TUYkwzlQYD86N57783bMXV/Oko9iNU5rG/fvsGZrr8jh0uzZs3cQQcd5EaMGMHw3iWiulcv7vpC/Kijjgp6f9cS3R694oorgqvc6HfVLZuzzjrLffHFF/4qNUtjiR1++OEFv7vGHrv11lv94kgZAVJHHbqis4+pqeWyhpx49tln3e9+97vggZ2/c0f/4NWk9Oabbw7ap6Pxnn766aD3tl+36uU9efJkv3hN+eSTT9zxxx9fMJHVeuut5/7xj3/U9LDxupK/8MILC642dYJ28cUXu6+++spfBWWQ+QBRM90999wzt4NutNFGjW4Bo6aX2qnra5oZLnqesvfeewdDZ3z88cf+JuBRqOsZk1+PLVq0CJpYZ6l59XPPPed+8YtfFNRFu3bt3KRJk/ziVU0nbrp619hh/vc98sgj3YcffuivgjLKfIBcdtlluR1UTT/1zKMp1LRQvYv1x+3/AUSX3Xff3f3lL3/hD8KjhgyqP/XSjtaXenGfe+65Qa/urBo1apTbeOONC/YlPX+rhf1IV/W77LJLwffbcccd3eOPP+4XRwXIdIBoXoBoxzM9oC0ltRZSJ7aOHTsW/FFEF81DoHve77zzjr+JTFFv7M0337ygfnRLMet1E9KtnT/84Q/13tq56KKLqvLWjq7IjzvuuIJbdRpDTLd/s3S1WW0yGyB6EBkdpVMH+STb3GuGs2uuuSYY4M3/Q4kuakasiY6y1INWtwCjtxHDRbcE1WsbhT744AN3xBFHFNSZrlB0pVINdLV5+eWXF1xt6tnhOeeck+mrzWqR2QCJ/vFp/Jw0Z45Te/WbbropGGrBH3ojumh4Bj1IrJZOcY2lZ00nn3xyQX8bddhUKzgGvls2PQPZYYcdCvYdPTPRs5NKNWbMmGAMMP9zd+vWLRgzDNUhkwEyePDgvJ1WM9SVy2effRbMhqZ2/v5ordFFf2wa0VW33aqdrvT0/Mcf+E5Bol7ZaQ98p57LuuLT8Be65ahOaWrwoH4Hqne/2bb+W/+u11VO5bWe1td20u4JrdZYapWl1lnRz6krXbXiUmuuSvHyyy8HY375+7euNidMmOAXR4XLXIBotNbozGT6468UumTX7Qf1svanRo0uuk2h+Sx09llt94fHjRsX9K72v5N6Yb/66qt+8USon4XqTp0PdUuxWHBbFm1P29X29T5pDXuj27LqJ+IP8aH+JH/6059S+xz10YnSKaecUnC1qSFbdGs3ydvHSE6mAkT3XKOX+zqQVWrPcT0MveOOO4KOcv494uiiZq26DaRJcir5j/Ctt94KrrL8z69+NPfcc49fvOQ0ramuNA888MCi4ZzEovfT++r99TmSFlfX6uGeRl1HaZ+8+uqrg6CIfhYFiUZ4ULCgemUqQHTWHu7AasWiWcuqgYJPPeXVUsW/7RNd9OzghBNOcA888EBZzzajyn1WrCsAXWVqoD2/vqKL+h3omZSGs9EZsa6UtK5a0qmJbHhbTf+r/9a/63WVU3mtp/Xr678QXfQ59Hm0btI0hlbc1Z7G3kra+PHj3bbbblvw/rrtp1tZqH6ZCRDNUBdt/aSzomqk++u6V6w5vv173tFFB+gePXq4u+66qyxjRJXzvrxu6+khrfoP+PUSLnqGoeHedcuw1FPLanvarrZf34PicNHn0+dM8jakrgA0qq9/4pHk8yaN2aUrLv/76gpI+yNqRyYCRO3MoyN4aude1lAl1UAH6YkTJwYHgmJnvnrmo/GENNijBiRMms6uy9EySK221Is5bkQAHcw1YkDarXz0fnrfuDDR59XnTrLVmVq8aZ4R/xlEKVu86Wrz7LPPrvdqU/2ckr7aRPpqPkB0dqdL5nBn1oG2FselUiBqbCjdLor2b/EX3bpTxzwNTjh37lx/M01Szr4JGuiybdu2Be+t76s5svV6JdDn0OfxOwJq0edP+nMm0edGJzJq2aiOf9Ft6mpTt12TvNpEedV8gKijUrhDa6gSPWzOAp3pn3/++cFc4P7BIlx0prjffvsFvX1nz57tb6LBytk7Wp9bByn/u+msV82eK3VGQn0ufT5/xF0t+j5N+T0aQr3+67si0slFY67QNMRIfcP2qGOuhiZBbavpANFIrtGOeho9N4v0wFK3ULbbbruCP/RwUbiqff51113X4GcCuuoZOXJkMAClv700xmdS/xm/dY9u1+m7JnFvPwn6nPq80ablWvS99P2SVGzcMYVbsZ7g+m01uKH/u2tf0D5RC7eIsWw1GyC6Hxs9w9IgbZXczDUtauKpg0axB8xaNC3soEGDgttS9dEVTn1jfKUxQqyueI499tiC9z7kkEMSD62k6HPr8/vfSd8z6abmjRn5WFeTuqrU1WW0rK4+NWpC0p8VlaVmAyR6dtS8efOg2SXyafiWgQMH1jtUeHTZaaedgoegurVRbI4K3QdPeo4KNT/1m4aqdY/mqa8F+h7+jIT6vmk0u33mmWeKzr2iCZzqGw1YDTTiTjRQ22oyQHTWFN3Bq3We7DTNmDEjaI2jB6y6neUfJMLFD440Z8nTfXu/E6CaKqfRsixN+j76XtHvqe+t75+0cPbHYq36wkUt7TTVLLKr5gJEt2ii93R1tozG0QNeDfbYuXPnooM9pjlP9w033JAXbDqg6kShlun7RQNT31/1kIa4+ee16GpT+0fSV5uofDUVIGpnHm0RotFsuSfbNHrIO2zYsKCXdVivugpRL+e06CFz9ADWunXr1MbNKjd9T33f6PdXfaRFt36jnUH1LHHevHl+MWRUTQXImWeemdvR1ZJk6tSpfhEY6aokrFu1EErL6aefnnfw1POYpJu4Vhp9X33vaD2oXtKiHvXh+954443+y8iwmgkQPXyM3p/XcOEonXIEiH/loaugWnve0VD63tGrQC1pXYkQIIhTEwGilkHRy+z999+fdugllnaA6F5/9GDZvXv31OfZqDT6/qqHaL2k8UyEAEGcqg8QtVGPnpm1bNkyc7c40pBmgKi1UfSBuX5fxlFaQvUQ3d9VT0m3ziJAEKfqA0RDgkf/mKzj+aC4tAJE/R2iLY907z+rt63iqD6iz0RUX0n2EyFAEKeqA0Rj7URH/jz33HP9IiiRNAJELeainQQ1jlctDnxZCqqX6DhnqrekWhwSIIhTtQGicXqiPXY7dOiQ+XvkSUojQKLDk+isOitNda1UP9GrNdVfEggQxKnaADn66KNzO7VmeXv33Xf9IiihpANEAweG29dS650ES8UfdSGJARgJEMSpygDxDzZJzzWBZANEjR6iM+ZpGA80XHTYE9VjqRuRECCIU3UBoqEzokOVJHXZjnxJBkj01pVuS/LQvHFUX9HbuaX+myBAEKeqAkRNGDUyaLgza4gHDjbpSCpANCFRtANorYyqmzbVW1iHqk/Va6kQIIhTVQGiUV/DHVlDlbzwwgt+ESQkiQDRPNzRaWg1HwbsovOJqF5LMc+5ECCIUzUBMm7cuLwz1T//+c9+ESQoiQAZMWJEbpuaka9aJ4OqFKq/6MyGqt9SIEAQpyoCZNasWW799dfP7cRdu3ZlqJKUlTpANIJAmzZtctvULHdoOtVjWKeq3+hsglYECOJUfIDoD2C//fbL7cCaZlMHM6Sr1AEyZsyY3PbWWGONqpnDvNKpHlWfYd2qnpuKAEGcig+Qq666Krfz6hbW+PHj/SJIQakDJDone79+/fyX0QSqz7BuVc9NRYAgTkUHyHPPPZc3VMk555zjF0FKShkgmgY13FazZs2CW5QoHdWn6jWs46ZOO0uAIE7FBsiCBQvclltumdtxNXgcQ5WUTykDJHpAOumkk/yXUQKq17COVd9NQYAgTsUGSLR3re7pTps2zS+CFJUqQBYtWuSaN2+e29bkyZP9IigB1WtYx6pv1bsVAYI4FRkgw4cPz+2wWkrVHBF2pQqQ0aNH57aj3tO0pkuG6jXaO131bkWAIE7FBYiuNKKtSBgXqTKUKkC6deuW205aU7JmVXRKYNW7FQGCOBUVIHrGEZ0oR89A9CwE5VeKANFQNNHhxzWuGZKj+g3rWvVundWRAEGcigoQtbIKd1S1vnr++ef9IiiTUgTIpEmTctto1aqV/zISoHoO61z1b0GAIE7FBIj6d0SHKhkwYIBfBGVUigDp379/bhu9evXyX0YCVM9hnav+LQgQxKmIANHBST3Mw51UPc9LMQQDSqcUAdKpU6fcNpjDJR2q57DOVf8WBAjilD1A1FqkS5cuuR1UY17RsazyNDVAdP9dIyiH25g5c6ZfBAlQPYd1rvq3PAchQBCn7AEycODA3M6pW1gPPfSQXwQVoKkB8vrrr+fW32ijjfyXkSDVd1j3+h0aiwBBnLIGiObziJ6Var4PVKamBsjYsWNz6++zzz7+y0iQ6juse/0OjUWAIE7ZAkQzCW611Va5HVMzDVour5GOpgZIdFDMU0891X8ZCVJ9h3Wv36GxCBDEKVuAROfB1hzn9AmobE0NkGhroKuvvtp/GQlSfYd1b2n9RoAgTlkCZOTIkbkdUsuwYcP8IqgwTQ2QPffcM7e+ZpdEelTfYd3rd2gsAgRxUg+Qd955x6255pq5HfLoo4/2i6ACNTVA2rVrl1tfw/QjParvsO71OzQWAYI4qQaIhirp0KFDbmfUYG/z58/3i6ECNTVAokPzv/HGG/7LSJDqO6x7/Q6NRYAgTqoB0qdPn9yOqKFKnn32Wb8IKlRTAyQ6p/306dP9l5Eg1XdY9/odGosAQZzUAmTo0KG5nVDLlVde6RdBBWtqgEQHUZw3b57/MhKk+g7rXr9DYxEgiJNagJxwwgm5nXDFFVfkNkaVaUqAaLSB6MkDzbXTpfqO1n9j52AhQBAntQCZM2dO3kx0O+64IweSKtKUABGuQMqHKxAkJbUAkSlTpuT1PO/bt69fBBWqqQHCM5Dy4RkIkpJqgMigQYNyO6PGvqJPQHVoaoDQCqt8aIWFpKQeILr/2rVr17wzok8++cQvhgrT1AChH0j50A8ESUk9QGT27NmuZcuWuZ2yc+fOzP9R4ZoaIPRELx96oiMpZQkQmTBhQt4MhDTrrWxNDRDGwiofxsJCUsoWINKvX7/cjqmOhdzaqFxNDRBG4y0fRuNFUsoaIBrapH379rmdUw/4FixY4BdDBWhqgDAfSPkwHwiSUtYAEX9wxWOOOcYvggrQ1ABhRsLyYUZCJKXsASL+8O7Dhw/3i6DMmhogzIleHsyJjiRVRIBIz549czvpGmus4aZNm+YXQRk1NUCkU6dOuW2MGjXKfxkJUD2Hda76tyBAEKdiAkTPPqJT3O60007BMxJUhlIESP/+/XPbsLQGQuNFW7+p/i0IEMSpmACR559/PmiNFe6sZ599tl8EZVKKAJk0aVJuG61atfJfRgJUz2Gdq/4tCBDEqagAkQEDBuR2VvUTGT9+vF8EZVCKANH99+igim+//bZfBCWk+g3rWvVuef4hBAjiVFyAqEd6ly5dcjtsixYtgoMXyqsUASLdunXLbefiiy/2X0YJqX7Dula9WxEgiFNxASKzZs0KgiPcaRUojZ3DAKVVqgAZPXp0bjua0pjfNRmqV9VvWNeqdysCBHEqMkDkoYceyhvqZODAgX4RpKhUAbJo0aK8eWEmT57sF0EJqF7DOlZ9q96tCBDEqdgAET1ED3dcPVzXQ3aUR6kCRKIHpJNOOsl/GSWgeg3rWPXdFAQI4lR0gKgZr5rzhjuvmvl+yVAnZVHKAHnsscdy22rWrFlwyxKlo/pUvYZ1rPpuCgIEcSo6QEQdCtWxcK26nXfPumVEz55+EaSglAEimtI43J4G1UTpRAcpVT03FQGCOBUfIDJm2DB3aN3O279uuaduWThypF8ECSt1gIwZMya3PZ0gfP75534RGKgeVZ9h3aqem4oAQZyqCBCZcMwx7rG6HXhu3eLWXFOjMPpFkKBSB4iaa7dp0ya3zYsuusgvAgPVY1inqt9STNRGgCBO1QTI93r2ofmcFSBa2rfXQxK/GBJS6gCRESNG5La52mqruQ8//NAvgkZQ/akewzpV/ZYCAYI4VRMgAU04tfLKS0OEe+epSSJAvvvuO9e2bdvcdg855BC/CBpB9RfWpepV9VsKBAjiVFeAiKa+DQNk+eU1N65fAglIIkDk8ccfz+vv8+CDD/pF0ACqt7AOVZ+q11IhQBCn+gJE93Q7d14aIi1bOjd7tl8KJZZUgMixxx6b27Z6Ty9cuNAvgiJUX9Fe56rPUiJAEKf6AkQ++cS59ddfGiJdu2rsBr8USijJAJlddwKw1lpr5bbfo0cPvwiKUH2Fdad6VH2WEgGCONUZIDJu3JJbWGGIDBrkl0AJJRkgMnTo0Nz2tQwZMsQvgnqonqL1pnosNQIEcao3QKRv36UBssoqzk2Z4pdAiSQdIBK9laXhx1999VW/CCJUP9Hh8Ut96ypEgCBOdQeI5jdQT9swRFq31g1hvxRKII0A+fLLL922226bex8NXTNnzhy/GOqoXqIzeKreVH9JIEAQp7oDRN56y7nVV18aIscd55dACaQRIPLKK6/knVVrLDQequdTfUTHiFN9qd6SQoAgTvUHiNxyy9IA0XLrrX4JNFFaASJ33nmnW2GFFXLvt++++5pn06s1qgfVR1g3qifVV5IIEMSpjQCRo45aGiAa6uTdd/0SaII0A0RuuOGG3Ptp6d69ezA6c5bp+6seovWiekoaAYI4tRMg8+c716rV0hDZeWfnvv3WLwWjtANEolOyatGZd1ZvZ+l7R688tKQ1JTABgji1EyDyzDPOrbTS0hA57zy/BIw0Q2R4EFl11VVTm4r29NNPzzto6t5/qfs5VDp93+gzDy2ql7REh0i57rrr/JeRYbUVIHLFFUsDZIUVnHv4Yb8EGkABoWlRzzrrLLfZZpvlHby0dOzY0T377LP+aonwr0Rat26dmSa++p76vtHvn9aVh1p6aWbD6FAzzCCJqNoLEA11ss8+S0Nkgw30l+CXQj2+//57N3HiRHfaaae5DTfcsCA0/EUHluOOO859/PHH/qZKTvf6ow/W1fKo1jsb6vtFW6Tp+6fxzOPbb791gwYNyhsdIFzuvvtuvzgyrPYCRHRAW2+9pSFywAEMdRJDD2YnTJjgevfuXVdl6xUcMMJFkxQdfvjhbrfddgvmp/dfu/zyyxNvKaXWRtEDqhYN41Frz0X0faLDk2jR9066tZVoUMatt9664PfXFecjjzziF0fG1WaAyAMP5A918te/+iUya/Hixe6+++5zxx9/fL1nmeGy9tpruxNOOKGuKh/IC4e3337bHXjggQXlW7Vq5e66667IO5We+jtEOxtq0UCCtTKKr75HdGBELfq+SfbzkDfffNN17dq14Dfdcsst3dixY/3iQKB2A0R++9ulAaKhTqZO9UtkxldffeXuuOMOd9RRR7nVV1+94EARLi1atHAnn3yye/jhh4NbGcWMHz++4GCuZe+993Yvv/yyX7xk1OM6OuxJuOhhb7VOSqXPHX1YHS76nkn1MJd58+a5M888s+Cqcs0113RXXnll5ptOo7jaDhCdNbdrtzRE6i7NXYJ/jJVm/vz5btSoUe6www4ruPUTXTbeeGN3xhlnuEmTJgXPQRpDIXP11VcHTXuj21xxxRXdKaec4j777DN/lZLRwIH++2pGPj1krpY51vU59XmjMwlq0fdKYmDEkH5nNcldd911895Xz7V69erlZs2a5a8CFKjtAJG6S/O6v86lIfKb3/glaooO2DrwHHDAAXUXXavkHRyii2439evXzz311FP+Jkz0vgoMBYd/IFTALOtqxkpNXPUg3/9+ei6j76f+K5VIn0ufT5/T/+z6Pkk2VX7sscfc9ttvX/C+u+66q3vhhRf84kCs2g8QufnmpQGiedVrzH/qDkY33XRT0NFspZVWKjgwhIuag1544YVuSoKjFuvWlW5h+e+tW116WJ+UJ554Im963HBRnxU1PdXrlUCfQ59Hn8v/rPr8SX7O999/P2gI4b/vJpts4m5l+B8YZCNA5He/WzJa78iR/ivVacYMN+eaa9zITp1cp0g7fX/RQemSSy5Jvd+EHqbrKsf/PN26dXPTpk3zi5eE5gAfMWKEa9OmTcH7atHn0e2ipN4/jt5P71tffWjR59XnLtUc5j49Q9GJgx9azZo1Cz6Xno8BFtkJkFpQdwbpBgxwrmPH4GpqZt0ypG45om5ZPXJgaN++vbviiivcO++8428hVWrtpea9/kN7PbA955xzgmc0Sfjhhx/cmDFj3I477lhwsA4XHcw1RIeeEc2cOdPfRJNoe9quth8XGlr0+fQ59XmToM6gCqb6+vQceeSRVdvgAJWDAKl0eobzxz/mz3vy4/Jt3fJA3XKGDgi77RZ0/qrEg4I6Guq+frRHs5b111/f3XzzzYkdQEUNA/RQWK2K/INodNFBVrcA1Ynymroru3HjxgXrvvfee0Gdhg/l9b/6b/27Xlc5ldd6Wr++g3V00efQ59G6SdIoAbvsskvB+yu0Hn/8cb84YEKAVKJ//1vjdzjXpk1BaOQWDdOy995uzvXXu4Up9AQvhXIe1L7++ms3evTooP9KsRZpSSx6P72v3l+fI0nlDGtkDwES9cknSzoc7r//kpF9NVGVWnDp/3ft6txf/rKkl3sSNK7U+ecveci/XD2BoWXllZ3bb78ljQKqdHiW8LbKRhttVHCgTeu2ijpF6gqgf//+rlOnTkVbq1kWbU/b1fb1Pkn30Jdy3S5EthEgoj9wjdzbrFnhQdtfVObcc5es0xR1B1KnFjea133TTQvfJ1xWXdW5gw5ybvhw9fryt1K1KunBrjrLvfbaa0GP6wEDBgS3mNSSTE1d9Qxj07rfJ/oZ9d/6d72uciqv9bS+tpN257tyNFgAhABRR7fddis8cC9r0TqN7SSnVjYTJzp36qlLBnn0txkuuuo54gjnbrut5js+0rTUTk2m99prr4K6U6uuJJtMA6Hl/H/IFB3QO3XKP3j/7GfO/eMfanup8T+cW7TIObVm0m2jHXbIL7vnnku2UYzORsePd653b+fWXbcwLMJljTWc69nTOY12qvfMmGKd255//nm/eKYV67SpB/pJddoEfNkOkMsuyz+IX3LJkuHg4+g1fx21kKqPzgCPO8655s0LwyJc1l7buV69NIJe02+J1QANr6EOkfUNr6FBHbM+vEY5h40B6pPdAFmwwDlNzRoezC+4wC8R7/e/X7qetuEPJ37PPYVhES4tWjjXp49zGhqbM8V6McBfoXINXAkUk90AiQ5vssUWy74VFaWy0fnX/YmN6s6i80Jj442d+7//U6eE4lc4yMMQ4/FD52vI96SHzgeWJbsBcvTRSw/wAwf6ry6beoSH6/fokf+azpB1q0vNcks0WGGWxU1ypI57avVUi7744gt39tlnF1yFpTV5F9AQ2Q2QbbZZGgCWwQU1amm4vjr8IVFx06xq8Ej1Aq+W4duXRc+BBg8eHHT8i37PNKcPBhoquwGyzjpLA2DuXP/VZdMBK1xfrauQijlz5gSj2UbnR9ei2ROvvfbaxAYkTIN647dr1y7ve2nRdLLqxQ9UmuwGSN2Zay4ALAcdPQAP19e2kKqXXnop6O3tH2y32267qpu7W73v1Qvf/y7qrT9y5Mig9z5QibIbIFyB1ARN07v55psXHHwPPvjgso9GvCzqbX/RRRcFve+jn12989VLP8mpbIFSyG6AlPIZyLbb+q8iRRqg8LLLLiuYFlZjUp133nlugZpsVxj1stdUwn7wqVf+Bx984BcHKlJ2AyTJVlgoixkzZtT9FD0KDsotW7Z0t9xyS0WMRKte9epd73/GHXbYIeiND1ST7AZIkv1AUFaa571Dhw4FB+mddtrJPfnkk37xVKgXvXrT+8Osr7feekHve7W+AqpNdgNEw1tHhxlpSk/0CrxFknV68Dxs2DC3wQYbFATJ0XVXn9OnT/dXSYT6a6j3vD+hlfp39O3bN+h1D1Sr7AaI9O+/NAi0XHpp8Z7iag2jsa+i66jDICrWwoUL3fnnn18w54cmedJc8YsSHLhSveXVa94PsP3339+99dZbfnGg6mQ7QNQUd/fd8wNh++2dGzx4yQi8OrhoBrl3311ym6pdu/yye+zRuFtfKBtNQXvooYcWHMw1t4dmCiylV199Negl77/XNttsE0yBC9SKbAeIaGa/jh3zg6Ehi9ap0lkBs+zRRx91bdu2LTi471F3MjB16lS/eKOoN7x6xat3fHTb6j2vXvQMs45aQ4DI4sXOnXNOw2Yk1AyBZ5+9ZB1UJfVWv/76690666yTd6BX7/bevXu72bNn+6sUpe2pF7x6w/vbO/nkk4Pe80AtIkCiNM5Q3Zmi69LFuc02WzIz4E9+suT/ay7yP//ZuZkz/bVQpebOnevOOOOMgiuG5s2bu4EDBzZo2PiHH3446P3uX9Gol7x6ywO1jABB5r3++ut15wf7FYRA69at3f333+8XD6iX+0EHHVSwjnrFq3c8kAUECPCj++67z2211VYFodCl7or0jTfeCMqoV/u5555b0KpLveDVG1694oGsIECACN22GjBgQHAbKxoQus3VuXPnoOOfHzA9e/Z0M7m1iQwiQIB6fPrpp+7EE08sGDY+uqi3+9NPP+2vCmQGAQIUMWXKFLf77rvnBYcme1Ivd4ZZR9YRIEAD9O/f36277rrBbSz1bgdAgAAAjAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAACT/w+Dsf0mrQmulwAAAABJRU5ErkJggg==)
PN: 4H56-1-7A
CAS: 55745-74-9
Molecule Weight: 149.193
Formula: C9H11NO
![5-(Aminomethyl)-2,3-dihydrobenzo[b]furan hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABJhAAASYQG6yGpEAAACBHpUWHRtb2xTb3VyY2UAAHicfZTrb5swEMD/lZM/L37xjkKqqNWkSe0mra20b5MDTooEdgXk9d/vDEkKbQYY+Wzf7+x7mMXdsSphr+umsCYlgnIC2mQ2L8w2Ja8v32cxuVsuMlRCRdOk5K1t3+eMHQ4Hmr3pSh2toZmtSL8+PzbFSOfgUVtvmeRcsD9Pj88dMytM0yqTaaSaYt50k482U213iv9swSpV7wvDenVW1fve2l/JXeP02OTkw5d7XFshCpui1LCxdaVa2EtOsfFvsNVG16rVOaxPOO1RH31fLp4ebLartGlRdBaKTJXPbb3LcKKypc52aAyFHw8pqQQCqrXVqq7VCZzkppUAJUF5oHxQAagQVAQqBpWAEhw/XBcS41xqt9HL6V3jaUv4CffX99dFwgjJlOCJ8QHBaRTx5Non1PcieeliKrgXQEijMIkhoB4PJPjUd+R5dF7rNQmcPkxLGoZuByowVcCpF2A3w2HS90k4HodhkMCMU79XjyUOz1RvA0PDrrFZLtbW5AMRijwla0G6oP3WmwZP0gWNgK1zXWMpOgNOdQjIMeBCPA14Y8Al5AqsbgH+GHDpmwaCMeCSPQ2EY8CVxrQP0RhwhTQNxGOgK7tpIhkTfZVOI87kJz8GyE3Pxad8Xy7CJCO/ZPA2wgYVxi43FcUvt5gNrjjDH9vyH89PewwpWUn2AAAjvElEQVR4Xu3dCbhtY/0HcP1TpDSQqIhrCikKl1REplKJp1REQlJRmcsTlR5RIdI/bkrGylSZSQpP0mQqcwMJyZV5Hnr/97fOf+3OWc6wz+/se88+e38+z7Me9653nX3O3u55v2u941wFABLmap4AgHYIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBGASrLLKjOo47LDfNIsqdXnTSOdrY5V3kgABmAR1Rb/66keVW265t1k8YhCMdL42VnknCRCASVBX9HHstNPZzeIRg2Ck87WxyjtJgABMgrqi33nnc6r/XnTRzcOWN410vjZWeScJEIBJUFf0N998b5k+/ajyrnf9oDz++FPPKG8a6XxtrPJOEiAAk2BwRX/QQZdWfz7qqMuHLR+sPj/WMScIEIBJMLiiv//+x8q66x5b1lzze+Wf/3zwGeWDNYNipGNOECAAk6BZ0Z988rXV3/fc84Jhy2sjna+NVd5JAgRgEjQr+qef/k/ZfPNTqnO//e1tzyivjXS+NlZ5JwkQgEkwXEVfB8f73nfysOVhpPO1weW///3t1RDhtdb6ftlww+PLfvtdXO6779HGV+QJEIBJMFIQ7Lrr+a2y4cpHOl8bXL799qeXiy++pdx776Pl3/9+pOy//yXl058+t/EVeQIEYBKMFAS33np/WWONo0YsH+l8bbTyhx9+onoa6RQBAjAJRqvoY32skcpHOl8brTwmK8ZTSacIEIA+cMMNM8vb335CufHGu5tFaQIEoMf94Q+3V+Fx+eV3NIsmRIAA9LDzz/9L2Wij48s11/yrWTRhAgSgR51wwtVl441PLH/72zOXi+8EAQLQBWJRxU72T4S6Q715xGisThAgAF1gs81OKuusc0zzdFcTIABdYP31jyurrjr88NtuJUAAuoAAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAyiqr7FymTdumebqrCRCALrDoosuVeeddqHm6qwkQgC7wspe9rDzrWc9qnu5qAgSgCwgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAvSta665puy9997l8ccfbxbRhgUWWECAAP3l0UcfLfvtt195znOeU+aaa66y6KKLlp/+9KfNyxjBLbfcUjbffPPqsxMgQN84+eSTyxJLLFFVfnPPPXdZbLHFqj/Hsd5661VPJQzv4YcfLvvuu2953vOeV31eL3nJS8rnP//55mVdTYAA43bllVeWtddeuxUWG264Ybn++uurstNOO60sueSSrVD55Cc/Wf797383XqG/nXDCCdWTWnxGz33uc8see+xR7r///uZlXU+AAG276667ykc/+tHy7Gc/u6r8ll122XLWWWc1LyuPPfZY2X///cv8889fXRft+9/61rfKk08+2by0r/zud78ra665Zit43/Wud5U///nPzcumDAECjOmJJ54oBx98cHnxi19cVXwvetGLykEHHVSdH80dd9xRPvzhD1dt+/F1r3nNa8oFF1zQvKzn/fOf/yzbbLNN+Z//+Z/qc1h++eXLz372s+ZlU44AAUZ19tlnl1e/+tVVxRdPHttvv331JDIev/3tb8sb3/jG1p33JptsUv7yl780L+s5MSLtgAMOGPIk9s1vfrNnnsQECDCsG264oWy00UatSn+ttdYqV1xxRfOycTn++OPLK1/5ylbb/1577VUeeOCB5mU94Sc/+UlZaqmlWn1Bn/jEJ8rdd9/dvGxKEyDAEPfee2/5zGc+0xqWu/jii5cf/ehHzcvSHnrooWq00bzzzlu9/iKLLFKOPvro8p///Kd56ZT0pz/9qbztbW9rBe+6665bnetFAoS+FRXZ+uuvX/bcc89y++23N4v7zlNPPVVmzJhRXvrSl1YV3/Of//zypS99qTzyyCPNSzvi5ptvLu9973tbFe2qq65afvWrXzUvmzJipFk8ZcTTRryfGIn24x//uHlZTxEg9K3tttuuVXlFJ++b3/zmqqM4Jnb1m1/+8pdlpZVWan0eW265ZfnHP/7RvGy2uOiii4Z87y222KLceuutzcu6VvRnRL9G9G/Ezx/9HV/5ylf6Yka+AKEvRcdwhEbcZUeFFc0odQUWx2qrrVZVAlN5iGU7hnsKuPTSS5uXzXb1089CCy1U/RzzzTffbH366ZQYUbbCCiu0bkJipFWMPOsXAoS+E7/gsXBd/NL/4Ac/qM5F+/sll1xSPv3pTw+ZTR3Ha1/72vLFL36xp2ZVD9cP8f3vf3/S+yGi/2WXXXaZbf0vnRI3Fu9+97tb/0ZihFnM8eg3AoS+8vTTT1dLbMQvfdwtjuSyyy6rRgjVM6rrIybORcV7+eWXN79kyjjuuONaI6HmmWee8tnPfrbrRkLFCLC3v/3trc/9LW95y4RHgHVCzBaPPrMYQRY/V8wmj5Fl/UqA0FcOPPDAVhA8+OCDzeJhxbId++yzT1luueWGhMm0adPK7rvvPilNPhm/+c1vyhprrNH6+afCXIxzzjmnNQclJuFFv9W//vWv5mWzXdx4fO973ysLL7xw9bPEk1v8m4gnuX4mQOgbMZktmkbirjv7BHHddddVK8+uvPLKQ8Ik7kR33nnnqkM4KptuEiPMtt566yGzwX/+8583L+taMdv9kEMOGTIL/utf//qYs+A7JUaGrbLKKq3/17Fybj8OtBiOAKEvRNNDPakrKqNO+Otf/1o90ay++upDwiTuUmO9qOhgncwZx/V6VC94wQuqn6vT61FFB/fVV19dzjjjjHLMMcdUR8y6rv8c56O8Ux3hM2fOLDvssENrHa5lllmmnHnmmc3LOiZGgn3wgx9s/X+Nm4aLL764eVlfEyD0hRhpFZXAO97xjtnSURyVzTe+8Y2qrb6+068r7ehriQUHo0KfU5or4u60004TXhE3BhFEAMWorVe96lVDQnOsI5Z8/8AHPlCOPPLIcuONNzZfelyuuuqqISsBb7DBBq2VgDshAi8GTcRIsHj9GBn2ne98p+ueLLuBAKHnxd1wVAQvf/nL50j7eSycd8QRR1QzkOtJZXHE/ICYX3Hqqad27K686Y9//GNZZ511Wt8zBgxce+21zcvaFp3ZX/jCF1pPb4OP+Dzf+ta3VgEZy5FHpVsf8fc4HxV9c4h0HDGy7atf/Wq57bbbmt+ybYP3IommyU996lPlnnvuaV42Lj/84Q9b4Rivueuuu5b77ruveRn/T4DQ02666aaqCSc6YCdj9dNY+yg6X2NEUT1yJ464u407+RNPPLHtzvzRxPfZcccdW807Sy+9dDn99NObl7XtwgsvHLIOVhyve93rqkED8TQ13r0rohKOXQpjmHQ0PdWvGQH7oQ99KD1EOnZD/PKXv1zN54nXW3DBBavwjnkl4xF9YjGRtP654kl1ok9K/UCA0LNiJnDd+RlDLydbVLoxhPY973lPaxe6OGJET+wLEU9K472Djv6MQw89tNrNLl7rhS98YXVnn50F/etf/3pIn84rXvGKathyDB7opJgzEU8M0SEe3yea/d7//venZ7/Hk0wEUd18GE84v/jFL5qXPUM8kcbIrnqZ9Rhpd+655zYvYwQChJ4VzQ9RKUyfPn2OjdhpVwz/jAlyUWnWd89xRLNJrM911FFHjdncdt5557WGFkcF+JGPfKTceeedzcvaEs1uW221VasCjtnVscBhNojaFU8mMeO/ntgZT4tf+9rXxv0EUYsAjP/f9ee52WabVYMdmuJ9xfeJwI3rYoRX9GF127+TbidA6ElxFxmVYVQQ3T7XIZphonknhtrWd+RxRHNU9DFEx/XgvoJoltt4441b173pTW8qf/jDHwa94vjEaKl6CZFYSDGWFJnTHcbxdBYrANd9RjEYIds/EoMk4mku+mjitWLY9t57791qKoz3WzejxWf8sY99rBrhxfgJEHpO3E3XE75i7+mpJO6MI/y23Xbb1qq49RGTAKNppu5LiSVXog8lK5q/Yu5K/frxPcfbhNZpMew33mMdZhOZrxKBEcERAVK/3uCVBSKcY0QXeQKEnhJ3nzGsMyqIuKOfyqIZJzqzP/7xj7fupuu75hgZ9fDDDze/pG2xdEn9OUX/ySmnnNK8ZNLECLWYRxM/W4RljIyaiGjC2nTTTVufX0z67Kb3O5UJEHpKtGtHJRFNFJ0Y3dQtIhjrSnW33XZrFo9L9K3EiKp4rVgmZLg+gm5w+OGHV307cXz7299uFo9bLF8T77lXN3eaDAKEnhEje+KONY6J9Al0q1i+IyrAgw46qFnUtmiiqvfeiH6GiU4unN1OOumk6v9nhEi9cnJWvN9434bnds6UC5C5ZsxVHTBYNMnE3IeJVrDdbKIBEk1e9RDdqEwn0gQ2J0WIRIBEkEykT0SAdF5HauKxKvXRyp98+slyzI3HlI3O2agsfNzC5TlHPaf67yqnrVJ2vWzXctXdQzu5Rnst+lfMAYjKISa/zY6lSrrBRAOkXtcpNo0a70TAyRbNWfGzR0d4dnSWAOm8jtTEY1XqI5Xf8fAdZfpPprfKRzoGG+4c/S0m50XFEEtmZOdBTAUTCZCYbBhfGxMDY5TaVLT99tu3np4y80QESOd1pCYeq1IfrvyJp5+onjLi/KInLFqOvO7IcvMDN5fHn368zHx0Zrli5hXl0D8dWlY6daUhXzfca9G/Yme4WGMqmjhiYl0vywZIrI8VExSjCWiq7F0ynBidteKKK1afQQyWGC8B0nkdqYnHqtSHK//O9d+pzi3xgyXKvx4ZfcbtYMO9Fv0p5kxEc0xUCrFGU6/LBEhMCKz7PWLG91QX80RismHMWB/vsicCpPM6UhOPVakPV77umetW54676bgh58cy3GvRnyI06jb92b3kRjfIBEjddxAjrzq1D8hkixnr8Z5iGZjxECCd15GauK7UxzoGW/DYBatzdz4yvjbr4V6L/nP++edXzVbRfBXNWP1gvAES623FGlOxpEvsxtgrYgBAvK/4/z+eVXwFSOd1pCZuBsVIx2BzHzV3dS5GYY3HcK9Ff4mO8nqPiehA7xfjDZBYlTeuj1nYvSaa4+K9xei7dgmQzutITTxWpT5cuScQMmKIbr1PxXgqj14wngCJJr36Lj36DXpNrOIbC09Gf0i7fSECpPM6UhOPVakPV77OmetU5/SBMB5ReUYlEJMGY/JgPxlPgMRaT3FthG2viv1E4j22OyJLgHReR2risSr14cpnXDejOjftB9PKXY/eNaRsNMO9Fv0hlieplyqJZUv6zXgCJHZAjGtj29deFf8G4j3Gul7tECCd15GaeKxKfbjymO/x+tNeX51f7MTFqkC55cFbqvkhdz96d7ny7ivLYX86rKx86spDvm6416L3xcKI9R4O7d5x9pp2AyS2t40Ve2N7114fnRaLQbYbCgKk8zpSE49VqY9UfttDt7UmE452DDbcOXrfhz/84eqXP5Yg79WlSsbSboDEU0dct+WWWzaLek7ssR7v9cgjj2wWPYMA6byO1MRjVeqjlccTx9E3HF02OHuD8rLjXlathRX/jWDZ7bLdytX/HtoBONpr0ZtiU6j4xY9NoqbqMhyd0G6A1Mu+x658vS52coz3+oEPfKBZ9AwCpPPUxHS12I42tqWNuQyxU18/azdAll9++eq6W2+9tVnUc2I5+vi3sfjiizeLnkGAdJ4AoWs98cQTZfr06dUv/a677tos7jvtBEh8ZrHuVewy2C9it8YYrhxrZY1GgHSeAKFr7bXXXtUv/CqrrNLzncHtaCdArr/++uqaNddcs1nUs9Zee+3qPceikaMRIJ0nQOhKF1xwQXVXGYvm3XTTTc3ivtROgJx99tnVNTHooF9su+221Xs+44wzmkVDCJDOEyB0ndizO5ol4pe9HzqC29VOgMS2r3FNLDjYL6J5M95zDLYYjQDpPAFCV4khuquttlr1i77FFls0i/taOwEyY8aM6pp99923WdSz4r3Gez7iiCOaRUMIkM4TIHSVs846q/oln2eeecrMmTObxX2tnQA55JBDqmsOOOCAZlHPOvDAA6v3HO99NAKk8wQIXSVGEU2bNq36Rd9ll12axX2tnQDxBDIyAdJ5AoSu89e//rU19+Occ85pFvetdgJEH8jIBEjnCRC60oknnlj9sseS5P08+3ywdgLEKKyRCZDOEyB0rW222ab6hV9//fX7dv2rwdoJEPNARiZAOk+A0LViBd5ll122+qWP3fX6XTsBYib6yARI5wkQutrll19ejciKSrGX9vXOaCdAgrWwhidAOk+A0PUOPvjg6hd/qaWWKvfff3+zuG+0GyBW4x2eAOk8AULXi/6Peoe9ftjjYiTtBoj9QIYnQDpPgDAlxPImiyyySFUBHHvssc3ivtBugNiRcHgCpPMECFPGz372s6qzdP755+/LBRbbDZBgT/RnEiCdJ0CYUvbcc8+qEujHJd7HEyCnnHJKde1GG23ULOoZn/rUp6r3+LWvfa1ZNCwB0nkChCklhqnWiy3utttuzeKeNp4AiXCNSZjxxHb11UO3he4F9913X3nRi15U5p577vKPf/yjWTwsAdJ5AoQpp97m9nXPela5sY+2uR1PgISYOxPXb7rpps2iKe8rX/lK9d4+9KEPNYtGJEA6T4AwJV14/PHl8FmVwS0LL1zKnXc2i3vSeAPkoYceqp5CYp5EL82hiaHc9dPVNddc0ywekQDpPAHClPXk1lvP+hc865/whhvGWN9mcc8Zb4CEww8/vPqalVZaqTz55JPN4ikpFoqM9/T+97+/WTQqAdJ5AoSp64EHSllmmYEQmVW59rpMgDz99NNl9dVXr74umn2muujPiX6P2Oq43b6PmgDpPAHC1Pb735fy3OcOHPHnHpYJkBCLDMZSMM+d9RldeumlzeIpI9a6WnHFFavPoN2RV4MJkM4TIEx98fQRTyFLLz3wVNKjsgESDj300OprX/GKV0zZ5fG333776j1EEDz11FPN4jEJkM4TIEx90f8R/SARIltt1SztGRMJkPDBD36w+vpVV111yq0pVvflvPSlLy233XZbs7gtAqTzBAi9IUZixYisCJHjj2+W9oSJBsjDDz/c6g+JyjT+PhWcdNJJ1YiraIL7+c9/3ixumwDpPAFC7zjvvDKrpill/vlL+fOfm6VT3kQDJNxzzz3ViKw6RGI59G4W4RHBEQES2/VOhADpPAFCb9l994GnkNVWi2nrzdIpba+99qoqwC9/+cvNonGJhSlj/ah4rViMMPag70bRbBXBEce3v/3tZvG41SsYCJDOESD0llgfa9VVB0Jkjz2apVNOVO4HHnhgq+kpjuc973nl6KOPntA2vw888EDZYIMNqteL3Qtj7axuEaOt6j1N4unjhz/8YfOScbn33nvLLrvsUk2ojNe87rrrmpeQJEDoPbFSbzRjRXPW+ec3S7teVHD77bdfWXnllVuhEUds3brQQgu1/h6d4RMZlhsTC3feeefW62277bZVE9dkinker33ta6ufJzrMJ9LnESO1ZsyYUb1OvN68887b1sZTtE+A0Jtiz5B4CllkkWizaZZ2nSuvvLLss88+ZbnllhsSGtOmTSu77777kKC46KKLWv0YcWyxxRbjnlQ32BlnnNEKpqhso9KNCYhzUowKixnmMUkwfo7or8iOtgq//OUvh3xGsbnWRD4jhidA6F2x0F6ESCxpPoHmntnlsssuq/o1llxyySGhseyyy5bPf/7z1X7wI2neXc8333zlS1/6UtX8kxFzQ7baaqtWM88KK6xQNZPN7iXzY1XdmCEfa1vF940Z5jFJMDPPI9x8883lve99b+uznOhTGqMTIPSumFS41FIDIXLqqc3SOS76LC6++OJqG9bFFltsSGhEp/YXv/jFcS0OGOr2/ZhpHq+z+OKLlx/96EfNy9r261//ekh/S0w8jDDrdL9BbAYV+3nEkuzxfSK4Ym2r7FNCLBwZP2c0U8Xrxe6VE+0nYmwChN521VWlbLxxrOfRLJkzYgHDCy8s1++4Y9ny/7fkrY8YFRR333/uwJDjG264obULYRzRBHTFFVc0L2vbhbN+5tiMqhly0Zx21llnjXsiYjxp/PSnP63Cc5lllmm9ZjRZxZLs4w3OwY477rjyyle+snq96HSPp7oYJMDsJ0Cg06LZ55xzStl221IWXLB6Avr7rOMzs+6y3/zmN5eDDz643HLLLc2v6ohzZn3fep/wGP4ay3/EsN2sCKYvfOELsx7klhoSJnFEp/5b3/rWss0225Q99tijeoKqj/h7nF977bVbe9kPPqKjPPYrmUg/RyxRv8Yaa7Rec5NNNqn2imHOESDQCdH38JOfDCyl8sIXDjSbxfHsZ5eyzjql/O//loduv735VbNF7Np4yCGHlBe/+MVVxRrNRDEJMc5PRDwlfOtb36r6GF71qlc9IxRGO5ZYYolqBNSRRx454XkYd9xxR9l6661b/TWvec1rJjRaizwBQv+5774y67a6lNe9rpTnP3/gmHVHXPbZJzoVmleP7KGHSok5CptvPvAadWjEysAbbFDKd79byl13Nb9qjpk5c2Y1n+LZs0IsKtpoOjrzzDObl6VFh30Mu41RXMccc0x1HHDAAa0/x/koz3bsNz322GNl//33rzra4/0ssMACVaD1yj4nU5EAob9EZ/Csu+dWZd88omy0DuMInxgivMkmpcw773+/Lv787ncPlI0nhOaAq666qmpKqp8GNtxww3L99dc3L+tqp512Wmu0WvSb7LTTTl2/DEs/ECD0j1g8sN6AaqWVSon91B98cOBJIiYcrrzyQFlc01xo8OSTB1b8jaeLOjTiqeN97ysl1miK1+hyJ896D9GUFJVwjNqKDu3Jnjg4ltjLZJ111mmF33rrrVeuvfba5mVMEgFC/zj00IGKf/nlB4KjKc4tt9zANYcd9t/z0eFdh0b0b8T8kll3xFW/xxTz6KOPVmtpPX9W+EWFHPNIjjjiiPS8i9nl7rvvLjvuuGOr+W3ppZcup59+evMyJpkAoX+stdZACIw2TyL6NOKatdceej7Wijr77GiIH3p+iorRTzF8tu6IjlFRv/jFL5qXzXHRnxGbX8X6XPFzvXBWYMdordk9oZEcAUL/WGCBgXAYbVhr7NYX18Tw2z4QEwenT5/eaiLabLPNyt/+9rfmZXPEeeed11rKJYYgf+QjHyl3xj4vdC0BQv+Ye+6BcBht1E4MdY1r4to+EbO1Y9RUzOuIynueeeYpe++9d3lwuGa+2eCmm24q73znO1sh9qY3van8vsf3t+8VAoT+0c4TSNzx9tETyGARGJ/73OeqAImKPJYxOfbYY2fbciAxOz1mtsfs8fh+sbzLiSee2LyMLiZA6B8T6QPpI7EHyaabbtp6Ioi1sWLhx06JlX6/+93vthZQjP1NYrb7VNlil/8SIPSPehTWCisMP+w2zkVZXDN4FFafivWw6r05orM9VuudyNIj4ZJLLimvf/3rW+EUs9P//ve/Ny9jihAg9I8IiKWXHgiIN7xhYO5HnIs73wsuGDgXZcPNA+lTMbw3tpNdcMEFqwo/ZoHHMOCYFT4esfZXrLZbB8cbZn3WESZMbQKE/hKzzBdbbCAohjuibLSZ6H0qJhzG8uv1svExIbGdbXCjWWrfffetmqni66LZKpqv5vSGVcweAoT+E0uNzKrUqvWv5ptv4FhxxfGvhdWHYl+Qei/1OGI13lgqZTjRIV7vexId5dFhPt5l4OluAgQYt1iUsd7XI2aL77DDDtXijSGG4MZQ3DpkYohuDNWl9wgQICVmh8cy8fWugvHfGLEVkwDj78svv3w5P/qZ6FkCBJiQ2LBqu+22ay2LMv/885fDDjvMMut9QIAAHXHuuedW80diwyf6gwABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQ8n9HWbhVyBB3xQAAAABJRU5ErkJggg==)
PN: 4H56-5-M2
CAS: 635309-62-5
Molecule Weight: 185.65
Formula: C9H12ClNO
PN: 4H48-1-038
CAS: 262847-54-1
Molecule Weight: 163.176
Formula: C9H9NO2
![1-(2-Methyl-2,3-dihydrobenzo[b]furan-5-yl)ethan-1-one oxime](data:image/png;base64,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)
PN: 4H47-1-32
CAS: 175136-43-3
Molecule Weight: 191.23
Formula: C11H13NO2
![2,3-Dihydrobenzo[b]furan-5-thiocarboxamide](data:image/png;base64,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)
PN: 8H67-1-23
CAS: 306936-08-3
Molecule Weight: 179.24
Formula: C9H9NOS
Melting Point: 215-217 ℃
TSCA: Not listed on TSCA inventory