| Product Number | 4H57-5-0D |
| Purity | 97 % |
| CAS | 123654-26-2 |
| MDL Number | MFCD12923204 |
| Molecular Formula | C9H8ClNO3 |
| Molecular Weight | 213.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H57-5-0D
CAS: 123654-26-2
Molecule Weight: 213.62
Formula: C9H8ClNO3
![5-Amino-2,3-dihydrobenzo[b]furan-7-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB0rAAAdKwHjidMVAAACFXpUWHRtb2xTb3VyY2UAAHichZTra9swEMD/lUOfF738kkOcEloGg3aFtYN9G4qtpIbYKrLz+u93ctIkbjoH2+hOut9J97Amd7tqBRvjmtLWGRGUEzB1bouyXmbk9+v3kSJ300mORmhYNxl5a9v3MWPb7Zbmb6bSO1vT3FbksD7eNWXPZhtQ65ZMci7Yn6fHl44ZlXXT6jo3SDXluOkmH22u2+4U/9mCVdptypodzFnlNgdvfyX3L6e7piDnWO5xbYYoLMqVgYV1lW5hIznFl3+DpamN060pYL7H6YCGGPt08vRg83Vl6hZF76HM9eqldescJyq7MvkanaHw4yEjlUBAt7aaOaf34CU/rQVoCToAHYKOQMegE9AKdApacPxwXaCBCDDXK+M3e92/m4z8hPvT83whPWOaZEYiKtJEQUBVHAqQNAp4CAIn4wRGGFacpDBCPQnEST8uH4376FE7mBDYS1//gEuFBjzB4bMWpXGKmgpRw2wplaCPWHRaoKT60CKaShxiGqenATPFTqmaTua2Li5EKIuMzAXpcvjLLBp5TCMB6wrj8GTegTe9BGQf8Ek/AbOvgKAP+BINA2Ef8AUdPlLUB3z5h4G4D/hmGQaSPuBbaxhQVzGo4aDTPuA7dxgQvE90jX4DEVe1u4nI613EcOjiU8EPv94NJvyCOfeVPDPsoovZx+WA4tXFwS5uFYZ36fQfn8qcWtLgEw0AADuSSURBVHhe7d0J/FVz/sdxUUkRFcpaWYuUJSpkG8nWaCwjy8jYGwxGZI/+dhpCFBlrWYYwMpasEbJkKesQFaEQJVH4/O/7/tz7O/d77q3z+/7uuevr+Xicx4zu95x77/ee33mf7znf7/csYwAAeFjG/QcAAKIgQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBEv2+edmQ4ea9e5t1q6dWbNmZk2b1vz/3XYzu/JKs88+c9dCucvn777MMrVLVD7roOD4dZDdTz+ZnXaaWZMmmX/M2RaVGTiwZh2Utzh+9+A6Ufmsg4Lj10HYnDlm224bPmAsbdE6WhflKa7fPVg2Kp91UHD8Osi0eLFZz56Zf8CdOpmNGGH2wQdmP/xgtmCB2Ycfmt14o1nnzplld9ihZhsoL3H+7j5h4LMOCo5fB5kuuCDzj3fwYLNff3VL1dJr7jpDhrilUOrc3zCfv7tPGPisg4Lj10Gt7783W2WV2j/cM890S+R2xhm162kb8+a5JVCq4v7dfcLAZx0UHL8OaunSROqPtn373JckslFZ9dBJrX/TTW4JlKq4f3efMPBZBwXHr4Na/frV/tFedpn76tJdemnt+gcf7L6KUhX37+4TBj7roOD4dVBro41q/2hffdV9deleeaV2/Q4d3FdRquL+3X3CwGcdFBy/Dmq1bFn7R/vNN+6rS/f117Xrt2rlvopSFffvHgwDnwUli18HtRo2rP2jrct18JRFi2rX17ZQHuL+3d1AqOuCksWvg1pxn4miNMX9u7uBUNcFJYtfB7XyeS18443dV8MmTTKbMcP9VxRa3L+7Txj4rIOC49dBrbh74wRdcklNuUaNzP7xD7PvvnNLoFDi/t19wsBnHRQcvw5qxT0eIOjQQzMPEqutVvP+Sxr9jHjE/bv7hIHPOig4fh3UUiugefPaP9z6jEjW6OYlmTbNbJttMg8UWjbf3OzZZ93SiFPcv7tPGPisg4Lj10Gm887L/OM9//wltwp++61mDqTgOpojKQqte+utZmuumbm+lgMOMPvkE3cNxCXO3z1YJiqfdVBw/DrIpC6Z222X+Qe82WZmI0fWzMSqGVl//NHsf/+ruVzRpUtm2e23r9slEJk/3+yss8yWXz5zW3rexLnn1swEi3jF+bsHy0Xlsw4Kjl8HYV99ZdatW+YfcZRF62hdXx9/bLbvvuHtrr222R13uKURlVpy/fvXHOQnT3ZfrRXX7x4sG5XPOig4fh1kt3BhTe+oKE+mU8vhlFNq1smHp5+uOft136dHj5ouo4hGLbdzzsn8Df/8Z7dUpjh+9+A6Ufmsg4Lj18GS6bnXV1xh1quX2brr1jwXe4UVav7/rruaXX652cyZ7lr198svZtdfXzMwLXgwadCg5mx61ix3DQSpxbbWWuGDvh4QFUU+f3efMPBZBwXHr4PS9u23Zn//e814keBBZaWVzC6+2Oznn901qpsGZ6ql5gaHniColh2QRwQIysO775rttlv4wLjeemZjx7qlq49aZGqZqYUWrJ9VVzW74YaaFh2QZwQIysvDD5ttuGE4SHbZxWzKFLd05fvpp5qWmFpkwfpQi+2kk2pacEBMCBDER5eXNJ5jk03Mhg/P31mwupzq+vzKK2ceNDUT7IABNZP7VQO1vNQCc8O0d2+z995zSwN5R4AgPhMmZB7YOnUye/JJt5Q/dR098kizZZfNfJ8WLWzxNdfYb7nGJZS7t9+uaXG5waFJEceNc0sDsSFAEB9Na5HtclPfvmYffeSW9vf662Y9e2a8x+TEcnPHjvb6E0+4pcuXWlZqYQWf36FFLTG1yNQyAwqIAEG8NIJZ02SoC2jwoKcxBJpHad48dw1/d99t1ratzUls/67EcmRiaZdY+vTpYx9qNHW5Uktq2LBkyyqjDtXyOuqoJQ/iA2JEgKAwPv3U7MADMw+AWtq0Mbvllpq5lfLhxx9t+gUX2EVNm9r2ie0v8/vSuHFjO+200xKNoiyT/ZWyxx83S7SkQvWmFteSRpUDBUCAoLB0X2SLLcIHxK23Nps40S3t7esZM+y4gw9OB0hqad26tY0aNcp+XdJEgaVALaa99w7XU6KFlWxpASWAAEHh6eCdOIjb6quHD5CHHBJ9hHMEL7zwgnXt2jUUJFtuuaU9//zzbvGi+1UtpIEDLdFkyqwXjQTXbLea0BAoEQQIikfPoch2sGzWrGaq8KXNsRTRb7/9Zv/617+sTZs2oSDp16+fTZ8+3V2l4NQimpgI1XGJUP0uWBda8hyqQL4QICi+JV2uuecet7S3efPm2aBBg5L3Q4IhssIKK9jgwYNtgW74F8GECROSLaI/JD7LxYllUur7J1pO+bysB+QbAYLS8dhj2W8Y77BDXm8Yf/TRR7bPPvtkhIiWddZZx8aMGeMWj41aPmoBpd5/7cTSP7H8O9FSWpBoMeWtYwEQEwIEpUVdVq++Otxldbnlarqszp7truFt/Pjxtummm4aCZPvtt7fXXnvNLZ43aumoxaOWT/B91TIanmgh/ZTPrs1AjAgQlCYNmjvuuJrgCAaJBs1deWXeBs0tTgTWtddeay1btsw4mC+77LJ2xBFH2JdffumuUi+jR49OtnTc0FKLSC0joJwQIChtmrZj553Dl7XyPG3HN998Y8cff7w1bNgw48DevHlzu+yyy+znek4brxbNdtttFwoOtYCezOf0LkABESAoD/ffH5o4cFFieaV3b/sqjxMHTp061XbdddfQgX6DDTawhx56yC2+VGrB/PWvf022aILbU4vnuuuuS7aAgHJFgKB8aOryiy4yW3HFZIBMSSxXJZa+jRrZwJNPtrlz57preHvwwQdt/fXXDwVJr1697J133nGLh6jFopaLWjDB9dXCOeGEE5ItHqDcESAoP7Nm2YL+/e2+Bg3suMRBecPfD86rrrqqjRgxwn7J07TxCoFLL700awiceOKJOUNALRW1WNzwUcsmSvgA5YIAQdn6fNIkO75799CBunPnzvbMM8+4xb198cUXWS9DtWrVyoYPH54OLIVDPi9/AaWOAEHZu/32222ttdYKHbj3228/mzZtmlvc26uvvpr1RnjHjh2tb9++WW/AqwVT3xvwQKkiQFARfvjhBzvnnHOsSZMmGQfx5Zdf3s4++2ybP3++u4q3XF1xU4taKmqx5LsLMFBqCBBUlE8++cT233//0EF9zTXXtNtuuy05L1Y+PPLII7baaquF3kctFLVUgGpAgKAi6R5Ily5dQgf4bt262csvv+wWjyzXNCgaRT5EE0ACVYQAQcXSze2RI0cme2cFD/YNGjSwww47zD7//HN3lZzmzJljf/zjH0tuIkagmAgQVDyNDznllFOsUaNGGQf/FVdc0S688EL7SeNLliLbPY9SmQoeKBYCBFXj/ffftz322CMUBO3bt7f77rvPLZ4hOPGhel1pCnag2hEgqDq6Ab7xxhuHgmSnnXayt956yy2e1LZt23S5N998030ZqEoECKrSokWLbOjQobbKKqtkhMhyyy1nxx57bPKeR1BwZPnbmuARAAGC6qagOProo5PBEQySFi1a2FVXXZUMGiFAgDACBEh44403bMcddwxd1urQoYM9+uijBAiQBQECBNx7773Wrl27UJA0bdqUAAEcBAjgWLhwYXJQYLNmzUJBQoAAtQgQIIfPPvvMDj300OTAw2CAPPHEE25RoCoRIMBSvPjiixmTNL7++utuEaAqESBABNxEB8IIECACAgQII0CACAgQIIwAASIgQIAwAgSIgAABwggQIAICBAgjQIAICBAgjAABIiBAgDACBIiAAAHCCBAgAgIECCNAgAgIECCMAAEiIECAMAIEiIAAAcIIECACAgQII0CACAgQIIwAASIgQIAwAgSIgAABwggQIAICBAgjQIAICBAgjAABIiBAgDACBIiAAAHCCBAgAgIECCNAgAgIECCMAAEiIECAMAIEiIAAAcIIECACAgQII0CACAgQIIwAASIgQIAwAgSIgAABwggQIAICBAgjQIAICBAgjAABIiBAgDACBIiAAAHCCBAgAgIECCNAgAgIECCMAAEiIECAMAIEiIAAAcIIECACAgQII0CACAgQIIwAASIgQIAwAgSIgAABwggQIAICBAgjQIAICBAgjAABIiBAgDACBIiAAAHCCBAgAgIECCNAgAgIECCMAAEiIECAMAIEiIAAAcIIECACAgQII0CACAgQIIwAASIgQIAwAgSIgAABwggQIAICBAgjQIAICBAgjAABIiBAgDACBIiAAAHCCBAgAgIECCNAgAgIECCMAAEiIECAMAIEiIAAAcIIECACAgQII0CACNq3b0+AAA4CBFiKO+64wxo0aJAOkEMOOcS+//57txhQdQgQIIdJkyZZjx490sERXFq3bm0333yz/frrr+5qQNUgQADHrFmzrH///hmtDi3LLrtsKEi23HJLe/75591NAFWBAAF+9/PPP9vFF19sK620UkZINGrUyE466ST75ptv7F//+pe1adMmFCT9+vWz6dOnu5sEKhoBEvT552ZDh5r17m3Wrp1Zs2ZmTZvW/P/ddjO78kqzzz5z10IFGDt2rK233nqhYOid2Bfee++9jLLz5s2zQYMGWePGjTPKrrDCCjZ48GBbsGBBRnmgUhEg8tNPZqedZtakSaJGllnyojIDB9asg7KnHlW77LJLKDg22mgjGzdunFs8w0cffWT77LNPaN111lnHxowZ4xYHKg4BMmeO2bbbhoNiaYvW0booS19//bUNGDDAGjZsmHHwX3nlle2KK66wRYsWuavkNH78eNt0000ztqNl++23t9dee80tDlSM6g6QxYvNevbMDIZOncxGjDD74AOzH34w0+WIDz80u/FGs86dM8vusEPNNlA2Fid+r2HDhlmLFi0yDva6QX7UUUfZV1995a4SibZ77bXXWsuWLUPbPeKII+zLL790VwHKXnUHyAUXZAbC4MFmS+qWqdfcdYYMcUuhRD3++OPWsWPHjAO8lp6Jk4jJkye7xb3oRvvxxx8fatk0b97cLrvssuSNeqBSVG+AaCDYKqvUBsGZZ7olcjvjjNr1tI1589wSKCEfJlqQe++9dyg42rZta3fffbdbPC+mTp1qu+66a+g9NSXKQw895BYHylL1BoguSaVCoH37ul2KUln1zEqtf9NNbgmUAI0WHzhwYKi3VNOmTRMNyQvsxx9/dFfJuwcffNDWX3/9UJD06tXL3nnnHbc4UFaqN0D69asNgMsuc19duksvrV3/4IPdV1FEGh0+atQoW3311UMHbk1DMnPmTHeVWOmy1aWJ/UWXsYKfRZe5TjzxxORlL6AcVW+AbLRRbQC8+qr76tK98krt+h06uK+iSCZMmJAcHe4GR9euXW3ixIlu8YL64osv7K9//WtoRHurVq1s+PDh9ssvv7irACWtegOkZcvaAPA5A/z669r1EwcAFJdGgWs0uBscGjWu0eO//fabu0rRvJo4Ydluu+1Cn7VTp0725JNPusWBklW9AdKwYW0A1OX+R4rGCaTW17ZQFBr1rdHfGgUePBjrvodGi2vUeKkaPXp0ctChGyR9+/ZNDlIESl31BggtkLKX6wCs0eHlcgBWAJ533nmhAFx++eXtjDPOKOkABKo3QPJ5D2Tjjd1XESON7s52CUijwcv1EtCnn35qBx54YOg76RLcLbfcUlKX4ICU6g0QemGVHY3mznYTWqO/r7vuuuRo8HKnTgBbbLFFKEi23nrroncCAFzVGyBxjwPRrL2a3Rf1pm6wGsWdrRvsCSecUHHdYEutGzKQS/UGyHffWeKIVBsC9RmJ7j7eVA8Yaty45vXE2WRyuhNnSnBEo1HbGr3tHkg1yrvSB+J9l9hHsw2EbNasWWKXGmILFy50VwEKqnoDRM47rzYItJx//pLnwtJ1aIVBcB3NjeXSM0WCZVJLx4417/nmm+4acCgcck0FotHd1WRJU7Hcc889bnGgYKo7QNQVd7vtMg/ym21mNnJkzQy8molX01387381l6m6dMksu/322S996ZJKnz5mjRqFQyS1rL++2aBBZi+/7K5d1XQ5Spelsk1GqNHc1TwZ4WOPPWYdOnTIqBctO+ywQ94mgwTqoroDRDR9d7du4QP80hats7SpvxUkt9xittdeZssvH95Gall3XbOTT9Yd1JpWThXSDXDdCM82HbpunDMdeg3V09VXXx2ajn655ZZLTkc/e/ZsdxUgNsu4/1CVdC35H/+I9kRCBcEpp9SsUxfqz3/nnWb77lvzmFx3u6lljTXMBgwwe+opsyqZ2kJdb7M9kElddTVqG2F6INZxxx2XDI5gnemBWFdeeWWdHogF+CJAgtRz6oorzHr1qmkV6EC/wgo1/3/XXc0uv9wsHz1gdGns3/+u6f674orhEEktq65qdsQRZo8+qq5I7lbK3pIeCatBgoWkz6JH2A4dOtSOPfZY22mnnWyrrbaydu3aJe81BD+f/lv/rtdVTuW1ntYv9ABGPZJ35513DtVhlEfyAvVFgBSbnq3+n/+Y9e9v1qJFOERSS+LM0v7yF7MHHqh766fEaHS1RllrtHXwoKfR2JqWRKOz4zZlypTkQX+PPfZI9mpyD8D1WbQ9bVfb1/sUwv3332/rrbde6LPsvvvu9h49ABETAqSU6LLDE0+YHXWU2eqrh0MktSQOUHbggWZ6GJIeu1smNJpao6o1uto90GkiRE2IGKfnnnsueT+ldevWofePc9H76X31/nH6KXEyctFFFyUatStmvH+jRo3s5JNPtrlz57qrAPVCgJQqdSd+5hmz4483W2utcIikFl1i69vXfr79dluksS0lSqOoNaW6e3DV1OsafR2XGTNm2IUXXpj1oU7BZZVVVrFu3boln19+xRVXJMefPJOof529f/LJJzZnzpzk9vS/+m/9u15XOZXXelpf23G3HVz0OfR59LniMmvWLDvssMOsQYMGGe+96qqr2ogRI5g2HnlDgJSLF14wO/XUzBHwgeW9xHJN48Z29u67280335w+4BWbRk1r9LR7INUoa4221qjrOOgAf/DBB4duMqeWlVZayfr06WPXXntt3i/xaHvarrav93HfW4s+lz5fvt87aNKkSda9e/fQe3fu3DkZfkB9VU+A6FLP0rrdlgv1TDrrLLMNNkgHyLOJ5YzEsvnvBwmNo9hll13shhtuSJ6RFpoeF6vHxrr3FzSqWqOr9bjZOLz77rt20EEHhebL0qLPcvjhh9uzzz5bsHmz9D56P72vWxda9Dn1efW543J7onW6VqIV6773fvvtZ9OmTXOLA5FVR4BoIKDuKSSa9Hbbbe6r5e3tt23h4MH2WKdO9tfEQWEN5yChRZcyevbsaVdddVXs9xnk7rvvDvVc0qLR1BpVHQcNQDzyyCOzBoe6A+uhUj8U+X6R3l+fI9tMwvrc+vxxzeul9z7nnHOsSZMmGe+rjgxnn322zZ8/310FWKrKDxB1f+3atfZyj3oyVajPEwdnXV9X91L3ABVcdK1eo7o//vhjdxP1otHQGhXtvl/Hjh3t8ccfd4vnzZ133pl14kG1wOK+ce1Ln0ufz/3M+h76PnHR/Zv9998/9L5rrrlm4tzqNqaNR51UfoAMHFgbHppaZNIkt0RF0oFCN3e33Xbb0MEiuGy++ebJifnqcwlFo581Ctq936DR0sOGDYvtcpG+Y69evULfSQfmOG/M55M+Z7Yg0ffS94uL7oF06dIl9L46uXiZ6XUQUWUHyGOPmS27bG2AXHyxW6IqfPbZZ8mbuhr0lu0ST2rRPEvnnnuuvfHGG+4mstJoZ4161ujn4HZ0/2XAgAHJ0dJxefjhh0M9ntZYY42ynVxQn1ufP/h99P30PeOi3lgjR45M9s4Kvq8ueaoX1+c8jgBLUbkBormTWreuDY/EWd4SZ9qtEl999ZXdeOONyTNcjQ9wQyS1aFDa6aefbi+99JK7iSSNctZoZ3c9jYrW6Oi46KB35plnZnRRVShqWo9yH+egz6/vEQx5fU993zi73up9TznllND+oPEkuiSq8SVANpUZILqO27t3bXhoShDOpkK+/fbb5MA+3dx2R4UHF00tctJJJyWv2+tSV+9E3bplFDgaDR0ntWjcyz26dl+q9zl86fvoewW/p753nC06ef/995Mj6N3ftn379nbfffe5xYEKDRDNZ7XM7+GhnlcxXgaoFOqFo5u36trZtGnT0EEk16JxDhr9HPdZqi6nbLLJJhnvrdZOpc7Sq+/lznGl71+Iy0qPPPKIbbzxxqHfWjf4K7W+4afyAkRjJFJPA9Ty97+7JbAUmotKZ5waAOhOi5FadGmlf//+BRljogkKdRYcfG/NpRXnZZ1SoO+n7xm8XKd6KMSEjbq/pbm83PtMusQGpFRWgGjK9A03rA0PPQAq5jPjSqeWhW7kHnjggRkHcI1yLgRNRhi8uawb9LfeeqtbrKLp+wYfsKX6KNQkjZrRIHivS4NDgZTKCpDDDqsND004GOM0EdXmiy++SB9EdFZaCBqnEpz4UPdpxo4d6xarCvrewftUqpd8j+PJRRNBpt73+uuvd19GFaucALnjjtrw0DJqlFsC9VDoANEN4+CZry6ljR8/3i1WVfT9g5cUVT9x31gXAgS5VEaA6Jpw8+a14fHnP7slUE+FDBDNo9WjR4/0++nM++mnn3aLVSXVQ7AlonpSfcWJAEEu5R8geobG1lvXhodmqy3hac3LVaECRFNp7Lvvvun30v2WQj+dsNSpPoI31lVfcU5BQoAgl/IPkNNPrw2Phg3NXnzRLYE8KFSAXH311en30XLZZZe5RZCgegnWk+otLgQIcinvANHT+4JTlVx4oVsCeVKIANFkjMHLM8ccc4xbBAGqn1Rdqd5Uf3EgQJBL+QaInu3Rpk1teOy0E1OVxCjuANF048HBa5tttpktLPNnv8dN9aN6StWZ6i+OKesJEORSngGi67177FEbHq1aacZAtxTyKO4AOfroo9Pb10j4d955xy2CLFRPwZkDVI/5RoAgl/IMkKFDa8NDU5U89JBbAnkWZ4Bo+vDgBIKa7BHRqb5Sdad6zPd07AQIcim/AHn9dbPll68NkBNOcEsgBnEFiJ6JvvXWW6e3vfvuu7tFEIHqLVWHqs98PmueAEEu5RUgeuzmRhvVhkfnzroQ7JZCDOIKkODZs56X/sEHH7hFEIHqTfWXqst8tuIIEORSVgHy/uGH29xUeDRtalaPp+ihbuIIkO+++y7jYUaDBg1yi6AOVH+pulS9qn7zgQBBLmUTIM+NHm2DEzvw2MTysQIkj2dYWLo4AkTTwKe2ufbaayenlIc/1Z/qMVWnqt98IECQS1kEiCaNW6t5c9shsQOfmFie2n9/twhilu8A0fQbwYkS9WhV1J/qMVWnqt98THNCgCCXkg8QPZegW7du6R14t7ZtbUGZP7q0HOU7QK677rr09vT0vbgfSFUtVI/BpxmqnuuLAEEuJR8geqBOaufVMxFeeOEFtwgKIJ8BsnjxYmvXrl16e1foCZLIG9Vnqm5Vz6rv+iBAkEtJB4imrw6ODxgyZIhbBAWSzwB58MEH09tq0aKFzdODwJA3qk/Va6qOVd/1QYAgl5INkNmzZ2c8iW7HHXfMa9921E0+A2T//fdPb+vUU091X0YeqF5Tdaz6rg8CBLmUZIBoauq99torvdO2bNnSZs6c6RZDAeUrQNS1tEmTJultvfHGG24R5IHqNVXHqu/6dOklQJBLSQaIO6X3Aw884BZBgeUrQEaNGpXeTqdOndyXkUeq31Rdq959ESDIpeQCRGdOwSm9//a3v7lFUAT5CpBddtklvZ1LLrnEfRl5pPpN1bXq3RcBglxKKkDcKb11BsWU3qUhHwGyYMGCjOk2Pv30U7cI8kj1m6pr1bvq3wcBglxKKkCOOOKI9I66wgor2NSpU90iKJJ8BIh61aW2seGGG7ovIwaq51Sdq/59ECDIpWQC5O67707vpFpuuOEGtwiKKB8BctZZZ6W3EcdzKxAWfM6K6t8HAYJcSiJApk2bZiuvvHJ6J913333dIiiyfATItttum97GmDFj3JcRA9Vzqs5V/z4IEORS9ADRKNnu3bund9B11lnHvv32W7cYiqy+AaJ7WY0aNUqu36BBA5s1a5ZbBDFQPau+Ve+qf597igQIcil6gAQvayy33HI2YcIEtwhKQH0DZMqUKen1NWMsCic4Q69+h7oiQJBLUQPkqaeeypiq5Pzzz3eLoETUN0Duv//+9Pr16VKKugt2ndbvUFcECHIpWoDMmTMnY9bQnj172i+//OIWQ4mob4BcfPHF6fUHDBjgvowYqb5Tda/foa4IEORStADp06dPeqfUxG8zZsxwi6CE1DdADj/88PT6V111lfsyYqT6TtW9foe6IkCQS1EC5JprrknvkFp8mtUorPoGyA477JBe/5FHHnFfRoxU36m61+9QVwQIcil4gLz55psZk+kdd9xxbhGUoPoGSJcuXdLrv/zyy+7LiJHqO1X3+h3qigBBLgUNEE2l0LFjx/TOuOmmm+blkZuIX30DZL311kuv/84777gvI0aq71Td63eoKwIEuRQ0QPbZZ5/0jqipSny6FKI46hsgq622Wnr96dOnuy8jRqrvVN3rd6grAgS5FCxA/vnPf6Z3Qi3Dhw93i6CE1TdAdMKQWp+BooWl+k7VvX6HuiJAkEvBAuSoo45K74Qa+/Haa6+5RVDC6hMgekBY8OThp59+cosgRqrvYP3r96gLAgS5FCxA5s+fb61bt07viJolVP+G8lCfABFaIMVDCwRxKViAyLvvvmtNmzZN74z9+/d3i6BE1TdAuAdSPNwDQVwKGiBy4403pndGLaNHj3aLoATVN0DohVU89MJCXAoeIHLAAQekd8jmzZvbxx9/7BZBialvgDAOpHgYB4K4FCVA5s6da23btk3vlNtss40tWrTILYYSUt8ACY5EHzdunPsyYqT6TtU9I9GRT0UJEJk4caI1bNgwvWMOGjTILYISUt8ACc6FpS7dKJxgF3rmwkI+FS1AZMiQIekdU117fZ/ZjPjVN0AuueSS9PpMX1NYqu9U3et3qCsCBLkUNUB+/fVX23HHHdM75xprrGGzZ892i6EE1DdAxo4dm15/5513dl9GjFTfqbrX71BXBAhyKWqAyMyZM61Vq1bpHXTPPfes80AnxK++ATJ16tT0+noODAon+Nwd/Q51RYAgl6IHiDz44IPpHVQLz4soPfUNEI2Gbty4cXobOnFA/FTPqTpX/fvMAkCAIJeSCBA5/vjj0zvp8ssvb5MnT3aLoIjqGyCip06mtnH77be7LyMGqudUnav+fRAgyKVkAmThwoW22WabpXfUjTfe2H744Qe3GIokHwFy3nnnpbfh0xsIdRfs/ab690GAIJeSCRDRiNngVCfacVEa8hEgzzzzTHob7dq1c19GDFTPqTpX/fsgQJBLSQWIjBgxIr2zarnrrrvcIiiCfASIrr8HJ1V8//333SLII9Vvqq5V7z73P4QAQS4lFyCy3377pXfYlVde2aZNm+YWQYHlI0BEvexS2zn33HPdl5FHqt9UXavefREgyKUkA0TTT6+77rrpnbZ79+62ePFitxgKKF8BMmbMmPR22rdvT5ftmKheVb+pula9+yJAkEtJBog8//zzttxyy6V33DPPPNMtggLKV4AsWLAgOYFmalsTJkxwiyAPVK+pOlZ9q959ESDIpWQDRM4///z0jqupTp566im3CAokXwEiwQPSkUce6b6MPFC9puq4vp1RCBDkUtIB8ssvv2TM4qoRtXPmzHGLoQDyGSBPP/10eltNmjSxWbNmuUVQD6pP1WuqjlXf9UGAIJeSDhCZMWOGtWzZMr0D77333m4RFEA+A0Q233zz9PZOPfVU92XUg+ozVbeq5/oiQJBLyQeIBCfi0zJs2DC3CGKW7wC5995709tbccUV7euvv3aLwIPqUfWZqlvVc30RIMilLAJEBgwYkN6JNdXJG2+84RZBjPIdIJqJuUOHDultnnPOOW4ReFA9pupU9at6ri8CBLmUTYBoqpNOnTpl/HEw1Unh5DtA5NZbb01vUzMQfPLJJ24R1IHqLziTg+o3HwgQ5FI2ASKaijo4kpkePIUTR4BobM+mm26a3u4f//hHtwjqQPWXqkvVa77GThEgyKWsAkS0A6d2Zi333HOPWwQxiCNA5Nlnn7UGDRqkt/3www+7RRCB6i1Vh6pP1Wu+ECDIpewCRP70pz9lHMy49BG/uAJEDj300PS2NXp63rx5bhEsgeorOOpc9ZlPBAhyKcsA+eabb2ydddZJ79Q9evTIW3Md2cUZIF9++WVyzrPU9g8++GC3CJZA9ZWqO9Wj6jOfCBDkUpYBIs8991zGVCdnn322WwR5FGeAyM0335zevpabbrrJLYIsVE/BelM95hsBglzKNkBk8ODB6R1bYVLfEbfILe4AkeClLHWWePvtt90iCFD9BDuV5PvSVQoBglzKOkA01cn222+f3rnXWmstBqTFpBABMn/+/OSTKFPvs/7669tXX33lFkOC6kX1k6or1ZvqLw4ECHIp6wCR6dOnW4sWLdI7OF1B41GIAJG33nor46x6yy235Ka6Q/WheknVkepL9RYXAgS5lH2AyH333ZfewbVce+21bhHUU6ECRNQ1W7Mvp95vl1128X6aXqVRPag+UnWjeoq7KzsBglwqIkDkmGOOSe/kmok0zjOyalTIAJHrrrsu46RAXbd//vlnt1hV0fcPdmHXonqKGwGCXComQH788UfbZJNN0jt6x44d6/UQHWQqdIBI8JGsWnTmXa2Xs/S9gy0PLYV6JDABglwqJkBEvVKCz0E4+uij3SLwoMsmd9xxR7peGzdubIsWLXKLxeJvf/tbxkFT1/7zPc6h1On7Bu95aFG9FErwmTxnnHGG+zKqWEUFiLiXPv7973+7RRCBWnT3339/smvoSiutlFGnWjbccMOCTTvitkQ22GCDquniq++p7xv8/oVqefzvf//LmF9Li+65nHjiifbtt9+6xVGFKi5AZJ999knv8Lrc8umnn7pFkIW6gY4ePdoOOOCAjFldl7Tstttu9u6777qbyjudGARvrKvnUaUPNtT3C/ZI0/cvxD2P77//3k4//fRkS9P9vVNLq1atbPjw4cmu9KheFRkgGguy9tprp3f27bbbjh09h7lz5yan/e7Tp0/G5T93UX0ed9xx1q9fv1CLpFGjRvb3v/899rNS9TYKHlC1aBqPSrsvou8TnJ5Ei7533L2t9OwQjWRv3bp16PffaaedbIsttgj9ux6x8OSTT7qbQpWoyACRZ555JmOqk0I1+8vB7Nmzk2e3aj3o4O8eFFKLJug77bTT7MUXX8xYX8/cPvzwwzNm0dWis1LdZI0zrNW7LjjYMPU5C3U5LW76HsGJEbXo+8bdq/CFF16wrbbaKrQP6N+ef/75dDm1UIPz0KWWvn372kcffRTYIqpBxQaIBJ/OpjDJ5xTX5ebzzz9PXv7QmWQwWN1FByvV2+TJk91NhLzyyivJiSzdbWy22WaxTiujS23BaU9Si67Xl+vMzPrc7v0GLfqecY0wlxkzZthBBx0Uel+1QtQayfZEQ/VuPO+880KtQT0pVDfZK61FiNwqOkA0Q++2226b3sF1GUYz+VYL3fsZOnRoxnQv2ZbOnTvbBRdcYO+88467iUjUQyt4yTC1aMzCxx9/7BbPGx3gdI8r+J66d6PWZrlMaaPPqc/r3nPS94pjYsQUdZI4//zzQ++r+x66/6H7IEuj/evAAw8M/e5t2rSxW265xX777Td3FVSYig4Q0U4ePMjoBnslU8+Ziy66yLp27Rr6ww4u22yzjV1yySV5u+ygxwvrQOjeR9FZ6VlnnRXbWbS6uP7lL38Jfb8VV1zRTj311OT4lVKkz6XPp8/pfnZ9nzi7Kt9111227rrrht5XLSDtP3U1YcKErPdHtt56a5s4caJbHBWk4gNE7r333owdW71HKsmUKVOSZ5O6dOT+EacW3a/o2bOn/fOf/0zOHxYXBbZ6cbnvv8YaayRv1sd1Vqrp/YOPx00tCjA9+livlwJ9Dn0efS73s+rzx/k5X3/99aytUQ3AfeKJJ9zidaJLXbqvtvrqq4e2f8ghh9jMmTPdVVABqiJA5Kijjkrv0DpLLvdxBK+99lryGSgaj+H+waYW3evYeeedkze2deO7kHQg3HzzzUOfSS2fl156yS2eF7pkqZDq0KFD6H21tGvXLtlK+uCDD9xVY6X30/vq/d3PpEWfV587roeiaeZehVawG7SWli1b2jXXXJPX9/3uu+9s4MCBoS7AzZo1syFDhtjChQvdVVDGqiZAdONP05ukdmid7ek6cDnR5QD9ceY6EGnRH27v3r1t1KhRNmfOHHcTBaWz0htvvNFWW221jM+o1pBuDn/22WfuKnmh91WrM1uApRbVoabouP322/N+dqztabva/pJ+K30+fc5sN6rzQXNnXX755RlPe9TSsGHD5Ej2OO8Hfvjhh7bXXnuFvnPbtm1j746MwqmaAJE333wz4xr9scce6xYpKTqwqOfYCSeckHzWifvHmFr0nXRv57bbbkueAZYafaZ//OMfoS7DOiv9v//7v1jPStWdW12O3bEr7qJLbJprasCAAXbVVVfZuHHjkuvqHpF6SKVuyut/9d/6d72uciqv9bS+tuNuO7joc+jzaN04/ec//8naOv3DH/6QvORZKI899ljWFqGmR3njjTfc4igzVRUgoiZ7cEfWdB2lRHNMjR8/PjmPV7bryalFB98///nPyRuiuoFdDnQpZ8899wx9F52l60w8TmptjhkzxvbYY49Q99O4F72f3lfvH3erV7MC9OrVK/QZ9PCpBx54wC1eELpEdvXVV2c8t0eLLrHq0rLGJaE8VV2AiEZdp3Zi7dTqC19MmqxQA8h0Zur+kQWX5s2bJ3vojB07NvYDUZweffTRrGelO+64Y7KVGDfVt1oAGsugjgXu9fr6Ltqetqvt630K8SwTzQKg2QDcVp5aPOptVwpT4av1ptkM3HFIusQ2dOg/EydP+bsXg8KoygDRvYHgJSH1TIlz9HQ2uiejB2Gph8qSLq9odLeupf/3v/8tiYNAvqilpUs/7jgOHVz0bJdC3r9RveqyjoL50ksvTQa5BlyqV5taR+7Ia/23/l2vq5zKaz2tr+0U8nfSfqtOEtpPgp9RN8z1uUqxG7M6sKhzR/DzrrDCWtajx2H29NOFu7yG+qvKABGNlA72Shk8eLBbJO80FuLOO++0/fffPzSAK7hoIJbuz2iOoXz2kClFCgp9V/esVMGiLseFmja+HD311FNZu25r8KxmCSh1uny83nrrWcOGzRK/9xaJYO5nm2wy2E488b/2ySdz3eIoQVUbIKIBbqk/Oh3ANCAq33RpQV00995779Agu+Cis9qTTjop2f01rrESpUyXrnQ279aLplZR6wu1NLrffTKhFs0GoBOUcqLLe5dfPtzWX/9PtuGGJ9mWWw63rbYaad263WRDh75o8+YVrjWHuqvqANHZfXAuJx3E8zGjrPrdq/uqbma616SDi86+NG1EXOMiypGe3+JOJqhFN6Hff/99t3hVUQv2zDPPDA1C1E16jTMp5ydwfvnl3MQJ3X+sa9eRyQBJLX/4w22Jlsq79uuv1XdSVQ6qOkBEXTKD/eR1ZudDYxquvfbapU5WqJvH+mOnC2NuOiu98MILQ9N8KIxPOeWU5BT01UQtUrVis3URVk+8SnrezZQpX9nhhz+QESJa+vX7t7322uducRRZ1QeI3H333Rl/lDfccINbJCuFz5VXXpl83oj7hx1cunTpkhyFW4gHL1USzSCsXmfutPEamDhy5MiCd3woBk2lr9H77j6luafinPak2B555MNEq/POUJCcdtoTif2C2X5LBQHyuyOOOCL9x6lLAlOnTnWLJGmErc6Osz07Ibh069Yt2TMnX5MVVjNd4lN9unWsYK7UKfrVotVo/WzhqTmn4hq9Xkp+/HGxXX/9q9ajx6iMENF/Dx/+ii1YQAeLYiNAfqfBeMGxCXrSWmqEtLpmqpeW/s09iKWW1GSF6poa52SF1UqXcTTSfs011wzVvSZvVGuwEmifU2tVA0WD31FjSzR7bynONBA3tThOP318qDWy++532LhxH1gV9jkpGQRIgO5LBG9Qbrnlllmng0gtmlNI01foklehJyusVrqRrEkk3RvJ6uGmB2GVy6j8bDQaP9vcWRq9X+gJIEuR7oEcdNB9oSDp3/+B5L0TFB4B4tCUC+4fcHDRmeDuu++efNhPIQe7IdO0adNs3333Df0+GiCqB1yVE524aBS++13UItaofdRSbyz1ylLvrGCIqPfWeec9Y7Nnl29PtHJEgDh0qcSdZkP3RDRZoWZYrcZLCKVMA0L1REX34Kvu2ZMmTXKLlxSdgGjOM7fXnqaz0aVQBlHmpvEhGiei8SLBIOnZ81+Jk7vJ9vPPld/BohQQIFno7FaTz2mchrpPlvNlkWqg3li6jLjqqqtmHIh1X6p///4ld3lRwaBHDWebxkWj8mnZRvfpp3OTI9fdy1p9+oyxp56a5hZHnhEgqBgaBKrR/O7gTc01psf8FmJSw6V55JFHkqPr3RaTxg+99dZbbnFE9MIL023ffe8JBckxxzxsH34Y33NPqh0Bgorz3nvvJR+q5R6k1aLUhIfFoFH0Gk3vfiaNutekmqi/xYt/tTvvfCsRxrdkhMjWW9+YOIGYYHPn5n7ujBs8zz239MGZwfK5RCnj8lmnWAgQVCw97GmjjTYKHbTVc65QjzTWqHmNnndbRRplr/FEpdAqqjQKigsvfC4ZHMGD8c4732pjxkzJ2u3XDZADDtCTIrMUDIhyoI9SxuWzTrEQIKhout+g2QKyPdZVTxFMPWkw33RfRqPls92XOeyww5Kj7BGvDz742o4++j+hcLjttvAzZ9wyWsaOfc8tliHKgT5KGZfPOsVCgKAq6Kl3evpdth5Pw4YNy+u0+XqIlEbJuy0fjaZ/+eWX3eKI2fjxHydvqqcOytddF+6d54aHlt6977CFC3PvF1EO9FHKuHzWKRYCBFVl8uTJyedxuwf3jh072uOPP+4WrxONhtezXtxta/S8RtFX4zT9pULdekePfjsZHtmmQHGDI/X/b7rpdbdoWpQDfZQyLp91ioUAQVXSBJpt27YNHez13BbNd1YX6uatUfDu8140Wl6j5jV6HqUteNDWQMXU/9e4km+/zX7zPcqBPkoZl886xUKAoGrpufIXXHBB6OmQmm1g4MCB9v3337urhGhwafDxyKllv/32S44nQnkIHrR/+eXXjC7Bl132gls8KcqBPkoZl886xUKAoOrNnDkz+Wx6NwRWX311GzVqVNaZbzXKvXv37qF1NCpe90BQXtyDtgYhpv5bo92nTw/PQOGuk02UMi6fdYqFAAF+N3HiROvatWsoFDSpZupxxxrVrtHt7jTr6m01YsSIqnhGSSXKdtAOPthKzyFxZVvHFaWMy2edYiFAgADd6L7lllusTZs2oSBR68KdZl3jO04++eSqe0pipcl20H799VkZ//7225kz/mZbxxUs47OUOgIEyGLevHk2aNCg0LTxwUWj3TXqHeUv10H7pJMeTf/7kUc+lPFarnWC3ECo61LqCBBgCfRESc3EHAwOTYmiUe6oHLkO2h999E3GiPZnn/0k/VqudYLcQKjrUuoIECACjSrXw8V0s51p1ivPkg7a55//TPq1/fa7Jz3FyZLWSYlSxuWzTrEQIACq3pIO2l9+OT/juewaJyJLWiclShmXzzrFQoAAqHpLO2hfffVL6dd32+0O+/HHxUtdR6KUcbnr6Jknmr9rwIBxySlZune/KTkxpOb5euCB95Y66WOcCBAAVc89aLu+//6njGniR458banrSJQyLned4H9nWxQkCrRiIEAAVD33oJ2NWgGpMpriJMo6Ucq43HX+9Ke77aqrXrKXX55pM2d+n5zX64sv5tvtt79l2213c7LcsGHFmaSTAAFQ9dyDdjY6cO+xx50ZZZe2TpQyrrqs89BD7yfL7bnnaPelgiBAAFS9qAft1AHbXXKJUsZVl3Xmzfs5WU73RYqBAAFQ9aIetHXDWk8rLJUAmTHj+2S5vn3vcl8qCAIEQNWry0Fbz0svlQDRs95V7vrrX3VfKggCBADK0OOPf2Rdu45M3peZP/9n9+WCIEAAoMxMnDgjed9DAxwnT/7CfblgCBAAKCMTJkxPBofm6HryyY/dlwuKAAGAMjF+/MfJB1zpvsfYscWfCZoAAYAyoC7EqZmB77lnqvtyURAgAFDi7rprSvKGeSmFhxAgAFDCbr55cjI4FCCpmYBLBQECACXMHXOSa/n66wXuqrEjQACghLlBkWshQAAAZYMAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF7+H2U5+i4vP+BjAAAAAElFTkSuQmCC)
PN: 4H57-1-95
CAS: 920739-80-6
Molecule Weight: 179.175
Formula: C9H9NO3
TSCA: Not listed on TSCA inventory