| Product Number | 4648-3-24 |
| Synonyms | (2R,3R)-3-[(4-Fluorophenyl)carbamoyl]-2,3-dihydroxypropanoic acid |
| Purity | 97 % |
| CAS | 206761-65-1 |
| MDL Number | MFCD00060349 |
| Molecular Formula | C10H10FNO5 |
| Molecular Weight | 243.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 5 g | 162.5 | In Stock | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-3-25
CAS: 238401-54-2
Molecule Weight: 243.19
Formula: C10H10FNO5
PN: 4648-3-24
CAS: 206761-65-1
Molecule Weight: 243.19
Formula: C10H10FNO5
![3-[(4-Fluorophenyl)carbamoyl]propanoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABHVAAAR1QGIlPRfAAACLXpUWHRtb2xTb3VyY2UAAHichZTra+MwDMD/FeHPV7/yLk1H6RgMtju4bXDfDjdxu0ATjyR9/feTk77SdikklSrpJ8WW7NHDNl/CWpdVZoqYCMoJ6CIxaVYsYvLx/jQIycN4lGAQBhZVTD7r+mvI2GazocmnztXWFDQxOWn9w22VdWI2DjXlgknOBfv3+vLWMIOsqGpVJBqpKhtWjfHFJKpuvuKHEixX5TorWBvO8nLdZvsvuX043VYpOa1lir4JojDPlhrmpsxVDWvJKT78Fyx0oUtV6xRmOzQ71MW1j0evjyZZ5bqoUbUZskQt3+pylaAhN0udrDAZKs+PMckFAqo2+aQs1Q6sZs1KgJKgHFAuKA+UDyoAFYKKQAmOL/oFBgiMEBgiPNzzpbZF33dfOiZ/YAr2nTby916bwpP9xS2TMZHU9wMX8Js5ptwLjzqOG4CPvtCFEI1SHESEPi8EwdEZuSAkmh0BwkG7H56kS/2Aeyd/G09gh0UHAQ045zDwaeRYiQUjKy/th/8Rle4t+09xWA3Xca60Htxmdtzn8WhmivRMhSyNyUyQpgF/9byS+x4QMGWqSxxrm8CGngOyC9iOHQF5C3CuALe/gtsF7DT0A14XsLPTD/hdwE5a/xqCKyDsrxB2ATvF/UDUBZqZPxKTW4T1d1rXnJE7zGW7mzN1h7noeHsG+1cjnBuMe6fORd8PZ7yX8a637SbCzoafHS4kVK8uK3Z2kzG8v8ffImS3OUj5UkgAACYCSURBVHhe7d0JlFxVmQdwUNYRQXAhoIgKgyyijoIiooCCDCo4cmYGUFBB9kEcGJVFdgUGGWAIBgwQEIE4yLBrJOyLDLLva0RA2UG2sCQs3unvlVWkX7qb7i+VTlX373dOn07XvV3p6q56/3r3fve+uQoAJMxVvwEABkOAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkBmdPPNpWy6aSlLLFHKvPM2Pm+ySSk33VTvCTDqCZCmU09thMbnP98IkmnTGp/j67g92gFoESBhypRSFlywlGWWKeWll3q3xddxe7RHPwAqAiTssEPPb6LnV3HkkfWWhrFjG+3RD4CKAAnLLdcIiNtvr7c03HZboz36AVARIGGBBRoB8eyz9ZaGuD3aYxgLgIoACQIEYMgESDCEBTBkAiRsv71JdIAhEiDh7rsbw1gDlfFG+z339G4DGMUESNPEiaXMM08p66xTyi23lDJ9euNzfB0LCaMdgBYBMqMbbyxl441LGTOmERqLL974+oYb6j0BRj0BAkCKAAEgRYAAkCJAAEgRIACkCJCmc84ZeJ3HpEml3Hln/VaAUUuAhCeeKOVNbyplww3rLQ1TpzbWiKy7br0FYNQSIOGBBxpblcTVB/sSARPtn/pUvQVg1BIgQYAADJkACQIEYMgESBAgAEMmQIIAARgyARIECMCQCZAgQACGTIAEAQIwZAIkCBCG0cc/Pr766MtAbdBpBEgQIAyjgUJioDboNAIkCBCG0UAhMVAbdBoBEgQIw2igkBioDTqNAAkChGE0UEgM1AadRoAEAcIwaobEQB/QDQRIECAMo4FCYqA26DQCpMfTPQHyw56AOL6fAHmhJ0CifbwAoQ0GComB2qDTCJASJyAP9JxgzNVzAtJ3gDzREyDR/ikBQhsMFBIDtUGnESBFgDC8BgqJgdqg0wiQIkAYXgOFxEBt0GkESBEgDK+BQmKgNug0AqQIEIAMAVIECECGACkCBCBDgBQBApAhQIoAAcgQIEWAAGQIkCJAGF7NUt3TT7+j3qSMl64iQIoAYXg1Q2L99U8u06e/2mcbdAMBUgQIw6sZEvFx0kk399kG3UCAFAHC8GqGxEYbndrznDuxvPDCyzO1QTcQIKXvAPnTn/5UXnrpperfAmRw4vf14IMP1m+mphkSl156X/V5/PjrZmpjYPH6nD59ev1mhpkAKb0D5Lnnnivf//73q68XWmih8j//8z8CZBAmTpxY3vKWt5S555677L777mXq1Kn1LvzNjCGx9dbnlM985vjyzDONNysCZGDPPPNM+e53v1u9HhdeeOHyv//7v/UuDCMBUl4PkBVXXLGMGTOm+vd8881XfY6P1VZbTYD047rrriuf/vSnq99PhEfz97bEEkuUn//85+Wvf/1r/VtGvRlD4o47niirrDK+HH74VTO18brXXnutHHvsseWd73znTK/PtdZaq9x8c++5JIaHAOlxxhlntJ6Mb37zm8tWW21VHn/88XLllVeWVVddtdX2rne9qzz22GP1bx+VHn300bLllluWN73pTdXv5hOf+ES56qqr+rz9//7v/+rfPqrVQ2LPPS/qeXNyXM9z6/mZ2ijlsssuK//wD//Qen1ut9125cknnyyXX355r9u33XbbarSA4TOqA+TPf/5z+frXv94KiKWXXrrccMMNvfrEO+gJEyaUeeaZp+qzyCKLlEMOOaS8/PLrE5+jSYw7H3zwwdXwQfw+llxyyT7PNOLMZI011qj6xJnJZpttZn7kb+oh8cgjU6sAOeCAy2dqG83uv//+8q//+q+t1+faa68905lG88wk3txFn0UXXbT893//96h9fQ63URkgL774Ytlvv/3K3/3d37WCI+Y6BhJzI7vttluZf/75q+/5+7//+3LuuefWu41oZ599dll22WWrxx+/hz322OMN5zpibuS9731v9T0xR/KjH/2oVZwwGkydOr288sprvW7rKyTGjr2652zt2D7bXn75tfL886NnwviFF14oe++9d1lwwQWr58373//+cvrpp9e79RJzI//xH//RGtpafvnly3nnnVfvRpuNugCJoIjAaB7QIkgiUAbrD3/4Q/nKV77Sele03nrrlTvvvLPebUS5/fbbyzrrrNN6zBtttFG599576936Fb/fffbZpxXY73vf+8qvfvWrercRJQ74Rxzx+7LaaseW/fe/rFdbXyER/ddZ58Q+23bf/cLqDOWoo67t+V2+0qttpDn55JPLe97znup5EkUsBxxwQJk2bVq9W7/uueee8qUvfan1XI1/33333fVutMmoCZAYmvrMZz7TemLF0FUMYWVdeOGFZaWVVqrua955560qQ5566ql6t672l7/8pey4446t4buVV165XHzxxfVugxbFCptuumnrb7DmmmuWm266qd6tq7322l97ztTuKuuu+4sqCNZa64RyySX39erTV0iEU0+9rc+2yZP/UFVqxe2xev03v7mnV/tIcM0115TVV1+9el7EkOc3vvGN8tBDD9W7DVqcfcRZSNxfnJXE2UmcpdBeIz9AHnus3LnVVuULf5vUXWWVVarJ8XZ45ZVXyk9/+tPy9re/vbrvd7zjHeXoo48ur77ae3uKblN/XPG5nY/riiuu6DkYfry675j83GabbUbE5OeNNz5SNtvs9OpAv+qqx5Qf//iy8vTT7Rmue/LJF8q++15S3W/c/7e+dWa59dbuL+h45JFHeh7Lt1pFF1Hx+Pvf/77eLSWexzEfEvMicd9RwRXzJTFvQnuM3ACJSbRDDillkUV6HuVcZdyYMWXiCSfMNNnbDu1+pz4n1c+sdtppp9lyZhUv4ihOWHzxxav/621ve1s57LDDunLyMybB99jjotbZQ6ztuPvuJ+vd2uL22x8vW2xxVvX/RPnv3ntfUh5//IV6t44XxRgHHXRQeetb31r9/d/97neXX/ziF/VubREVW1G5FW9W4v+Kyq2o7GLWjcwAicnt5ZargqPMP38pu+1WXnvuuXqvtutrruCPf/xjvVtHirmdf/qnf2r97F/4wheGZW7n2WefrRZuNic/P/jBD5ZJkybVu3WkadNeqVaRf/rTE6oD+gYbTCwXXDD4uaFZMWnSlGo4K/7fGN6aMOGGmTZm7FRnnnlmWWaZZaq/9wILLFB++MMflueff77ere1uueWWqpKr+RyPCq+o9CJvZAVIHPDWW68RHPHxla/EkbHea7bLVCvNKZ1SXTZlypSeA/AGrRf3+uuvX+666656t45x3nlType+dEp1AF9jjQnluOOuH/YD+EsvvVJ+9rNry+qrNwJsww1/WS66qHPfsNx2223Vbg/Nv/E///M/l/vuu6/ebbaLiq4PfOAD1c8QlV5R8RWVXwzdyAiQGGL57ndLmXfeRnCstFKMxdR7Dau+1kuceOKJs2UILSN+jhNOOKG18r5T1recf/75ZYUVVqh+phhC23nnncvTTz9d7zbHxMrxb3/77NYQ0l57XVwtAJyTHn54as+bgAtaQ2jbbntuTyD/pd5tjokh3n/7t39rDfF+5CMfKZdcckm927CKyq6o8IpKr/iZovIrKsAYmu4OkJjUPfroUt7xjkZwLLZYKT/9acye1XvOMfWV2Z/85CerFdtz0owr7OPn+va3v91RK+xj8nPs2LE9f87Fqp8xJj/Hjx/ftkn8jCefnFr22+/S1iT2N75xZrn55kfr3eao669/uHzta69P4h944BWtPbbmhPg7Hnnkka2/YxSZ/OxnP5ujf8e6qPSKiq+o/IqfMSrBoiKMweneAIlJ6pVXbgRHzzubsuOO8Van3qtj1PeM2nzzzYd9ZXZ95X2UNddX3neSmPzcYYcder1zvfTSS+vdZqs4kzzssHFlxRW37Dkw/6yst95J5dxz7y4dciI5kygjPvPMO1trStZe++dl4sRbew7aw1t5dMEFF1R7yzXPJP/93/+9o84k66Lyq7nnXbypisqwqBBjYN0XIDEpvdFGr89zrLNOzF7Xe3WsU045pSy11FLVEzVOn2Nl9lAWSmXEyu9YMBkLJ+P/HczK+05y6623ls997nOt4BuusfNzzjmnmhOK/3PMmNXLoYdO6nXtjk4WK+Bjg8ZYyBjBt9Zau5Tzz7+k3q3tYi5rww03bP2t/vEf/7Etc1kx2R3DXqeeemq1dU7zI76O29v1fIhKsKgIi589KsSiUsy28f3rrgCJeY2oqorgWHbZmK2u9+gKMWEXK7ObWzXEyuzTTjut3q0t4gXWXHkfK8GHuvK+k8Sml83Jz6je2XPPPWdL9c4dd9xR1l133dZB8Ktf/WrP+5b7ar26wwMPPFO22ea4suiiq1SPJVZmx2rtdotquh/84Aetarrllluu/OY3v6l3G5R4fcRCwO9973vlYx/7WOuNzxt9xPP7ox/9aHW28+tf/zpduBLPqXhuxXMs7jcqxqJyjJl1V4BEeWfPH7McfHCMLdRbu06szN5kk01aL4DYlrpdK7NjaOqzn/1s676/9rWvVRfh6XbxbvDAAw/stX7gpJNOqndLifUu3/nOd3qt57nooovq3brS5MkX9lqZHQfndqzM7ms9z6GHHpoqxoi1Gd/85jdbW940P2IOLJ7LMZe47777Vh//9V//1fp33B6vneaGis2PqCyMs9UIk5iPGao4q4nvb95fVJBFJRmva1+AzPW3IaW+DNQWu2tuumkpSyzRqKKKzz0H1dKmA2k3iG2p451WPElndWV2bEMf29E3F03Fyvvf/e539W5d7+GHH67GqZuTn3GtlquvvrrebVBiUnfcuHG9Vt4fddRRHTXZ2w5xUD/88MNbK7PjgDsrK7PjeTXjjgJbb7119fwbiqgGjLPvD33oQ60DdVQExu7NMUQ11HnCKFqJYeItttiiV6BElVVM6GeGi2OILObf4n7izUXMy0VlGXM6QE49tREacSnZCJL448bn+Dpuj/ZRIl7Exx13XOtJP9SV2dEv3pXFiy++P8pzjz/++I4pG55domImwiMec4RJvIONcBmsOMNoHrxm58r7ThJvTuLaGTOuzI43MYMVZ7L1Pc1uvPHGerc3FGcccZbXvJ84y4hS2nbt1hyviViTFQtkm1WQ8bqI0Bzq6yLeTEQFWVSSxf1EZVkEUubMZiTp46ie1F9IhL7apkwpZcEFG0NS9SdMfB23R3v0G0X6Wpn929/+tt6tlzhFjzHn6B/ft+uuu1YLBEeTGMZq7uIaw1uxOGygA1FMzM+4q3KsvI+5j9Ekrq0RQz/N38HGG2884MrsmDuLIaMZd1WOObahimqsOFtpnj3G6vDZvbVI7KoQZzXN4cko161fW2Qw4mePOZZ4sxH3E5VmUXE2WvVzxE/oKySa+mrrOQ2sbutJ8T6NHdtoj36jUEx0fvnLX269uL/4xS/OtC11vChiO/lmnzggxpYko1VMfu61116tyc9YxFm/jkQEa4z/Nw9ec2rlfSeJ64rHNTfi99Hfyuxf/vKXva7rsv/++w8Y0P25/vrrq+CJ+4nFtfW/z+wWodHc9TdCIDZbzIjKsqgwa772ovIsKtBGm36O+Al9hURTX23Nvar6K8GNyapoj36j2OTJk3utzN5ll12qyffYPr75Lig2PxzN74LqYrff5gs7PppXsouV93Gt9ubtcdBUotkQcwM//vGPWyuzo9Q85hLigN+8smR8xLv47GUQYk6jGe4x1NiOSfyMGL6K4ahmdVdU2WXP2KPSLEYJ4n7i7D8q0WIUYbTo54ifEAf7N/qYUc8Tqbqtv1923B7tMYw1ysU46xFHHNGa/GyO58Y4bGy7PtrHYetiA8v4/cRq+yjrjH83zzjidxcVafHvWEhJb/WV2c2P+F3OyrXtY5uc5kE2Dt6dICqqmm/OooglJuAzYq4lKs9i3rL5GEdK9d4baX+A9KWvNgEyZLEyO94txUEwygtVgvStGSAxrxHFCXHAirHvOOOId9SxwliADCxWZjfn4eJNylAnnWcU8yZxPzGkOJTJ+uEQw56xcWf8fLEB6qwsSIwKtNiqKO4rhlJHg36O+Al9hURTX22GsJhNZgyQvgiQwWkeDGfljUqUR8d9RGn0tddeW2/uCHEG39ziJ0JkVvaF+8lPflLdT1R6jQb9HPET+gqJpr7att++cZtJdNpMgLTHrAZIVAdGqXBUbXX6BoVxhhXzO/F4YzgrO48hQLL6CommvtqioiiGsQYq44322bDtAiObAGmPWQmQGAqKNUkRIGeddVa9uSPFXEazsiqGijMESFZfIdHUX9vEiY2ddGNDxFtuaWxPEp/j61hIGO0wRAKkPbIBEovumjtPR7lvN4k5kebEeqbEV4Bk9RcSYaC2WMG68caljBnTCI3FF2983cHbjNPZBEh7ZAPkP//zP6vvi/LfbtwOJqqzYtgtigiGuthQgECXEyDtkQmQKAOOtSRxAJ6ViqY5LSr34rHHosOhVKAJEOhyAqQ9MgHSnIiO0t1uFqHRXLF+zDHH1Jv7JUCgywmQ9hhqgMT2HrFGKVax17dC6UYxfBXrh2L3gsFu2yJAoMsJkPYYaoDEZQSif1zPfqRonlHFzruDIUCgywmQ9hhKgMTiu7iAUywYHAlnH02xYWnzrGowWwYJEOhyAqQ9hhIgsVdb9I1LCYw0cT2ReGyxMPKNCBDocgKkPYYSIKuttlrVd6hlr90gLkoVjy32n3sjAgS6nABpj8EGSFxeIHbvjSs7jkSxQj2uFBpDdG+07bsAgS4nQNpjsAES1/kYqcNXTXGN9XiMb3TxMQECXU6AtMdgA6R5cJ00aVK9acSIi2vFY4zL2Q5EgECXEyDtMdgAWX755atKpewOtt2g+ZyJnXoHIkCgyz3VEyB79byIT+wnQKb2HAyi/TgBMqDBBEiUtsalleM65yPdmDFjqi1aBtraRIBAt+sJkJ5XcSn9BEjP28lGuwAZ0GAC5J577hnwbG8kWWuttarHOtAeXwIEup0AaYvBBMjkyZOrPtvHBeJGuG222aZ6rBdeeGG9qUWAQLcTIG0xmAA57bTTqj677757vWnE2W233arHevrpp9ebWgQIdDsB0haDCZATTjih6nPggQfWm0acAw44oHqsUbbcHwEC3U6AtMVgAmTcuHFVn8MPP7zeNOLEY4zHGo+5PwIEup0AaYvBBIgzkN4ECHQ7AdIWgwmQ0TQHEivtzYH0JkAYeQRIWwwmQM4///yqz3bbbVdvGnG23nrr6rFedNFF9aYWAQLdToC0xWACZMqUKVWfddddt9404qy55prVY73//vvrTS0CBLqdAGmLwQRIrESfb775ytJLL11vGnFiR963vOUtVqLPQIAw8giQthhMgIQVV1yx2gvr6aefrjeNGA8++GD1u1hllVXqTb0IEOh2AqQtBhsgzbmBc845p940YjS3rP/e975Xb+pFgEC3EyBtMdgAaW51vvPOO9ebRozNNtuseoznnXdevakXAQLdToC0xWADJLY6jyGsZZZZpt40Irz44ovlbW97WzX/8cILL9SbexEg0O0eeqgREBtsUG9piAPi3HOXss469RZmMNgACZ/73OeqvldeeWW9qeudfPLJ1WP75je/WW+aiQCBkWD8+FKuv75+6+smTCjl97+v38oMhhIgE3p+n9F32223rTd1vWb57qWXXlpvmokAAShDC5C4GmEM8yy44ILl0UcfrTd3rcsuu6z6HXzoQx8asHy3SYAAlKEFSNhjjz2q/rHt+Uix9tprV48ptmwZDAECUIYeII8//nh1ydeFFlqo/OlPf6o3d53Y8yoe/4c//OFBnX0EAQJQhh4gYb/99qu+51/+5V/qTV3lmWeeKUsuuWSZe+65BzX30SRAAEouQKZNm1aV88b3dfPCwqi4iscQiySHQoDASHHzzaVsumkpSyxRyrzzNj5vskkpN91U70kfMgESLrjggmpdyNvf/vauHMo6+uijq8f9vve9b8jbswgQGAlOPbURGp//fCNIet4ZV5/j67g92hlQNkBCXB8kvnf11VcvL730Ur25Y11++eVl/vnnLwsssEC5fqAy8H4IEOh2U6aUsuCCpcTK6PrBK76O26M9+tGvWQmQ2KX3s5/9bPX9X/3qV8urr75a79Jxrr322rLwwgtXP/NAVx0ciACBbrfDDo2V6EceWW9pGDu20R796NesBEh46qmnykorrVTdxxZbbNHRIXLNNddUQ27xsx5yyCH15kETINDtlluuERC3315vabjttkZ79KNfq6666iwFSPjzn/9cXSukeSbSicNZZ511VrXPVfyM++67b715SAQIdLsFFmgExLPP1lsa4vZoj2Es+vXOd76zOhjuuOOOVVlrVlxLo3kmEnMinTKxHmdE+++/f3nzm99cfYwbN67eZUjiLKb5O3vve99bbrnllnqXEUeAMPIIkLbYe++9q61J4oAYB8ZjjjmmvPbaa/VugxLDWc05kRgqmtMlvvfdd19ZY401qp9nkUUWKeeee269y6A9/PDD5Vvf+la1ZiTub955560+zzPPPGX77bcvTz75ZP1bRgwBwshjCKtt4uAXB8E4GMZB8aMf/eiQFtbNKCbWozorSnzjvmKx4XCfjcTW7DFM1QzGOCOKMMmYPn16OfDAA8tb3/rW6r7e/e53l5NOOqkK2Qjb5tnIoosuWo444ojq8Y80AoSRp+eAVwWESfS2ieGY5pbtzYN/9sAb60Saiw1j25PYO+uxxx6rd2uruI5HHMSXWmqp1v970EEHpSf2zzjjjPKBD3yguq8o+d1zzz3L888/36tPDPvtsssurTOSFVZYoUyePLlXn24nQBh57r67MYw1UBlvtN9zT+823lD9wLnXXnvNdOAcjFixHtuexN5Zzfvabrvt2n49kQi+XXfdtVVhFWc/m2++eXkorhmTcOuttw45SO/ueT5+8YtfbH3Pl7/85Z6n3sh47gkQRqaJE0uZZ57GRaNiMnP69Mbn+DoWEkY7KXHwn3Ho5j3veU81dJMRGzDGLr6xFXzzAPv+97+/ujzu2WefPeTJ++eee65MmjSpCo3Ygr15n7E4cKuttip33XVX/VsGJYbydug5Y20O5X3kIx8Z8lDeb3/727L88stX3z/ffPNV11ePbfC7mQBh5LrxxlI23riUMWMaobH44o2vb7ih3pOEmDyOPaOak8ef+tSnqkqkjDjwH3/88dX26c05kuZHVDStt9561RlKzF/Ex6GHHtr6d8zRRHsEz4zfFx+rrbZaNXSVHSKLeYuxY8eWxRZbrLq/mNcYP358eujr5ZdfLocffngrMN/1rneV4447Ll2cMKcJEGCWXH311VV4xAExwiQqkiJcsuIa66ecckq1keGKK67Yetf/Rh9RihvzDLFoMVaSP/DAA/W7HpLzzz+/ur+475jHiLOioe6N1Z8nnniibLPNNtXPHPf/sY99rNpGpdsIEKAtYhgrKpHigBjDWzHMFZVKsyquxRHzCJdcckl1ffIIh+ZHfB23R3u73sVPmTKlbLDBBq1gWn/99dNDX2/kpptuKmuttVbr/9pkk01mOfiGkwAB2iYm1KMiKSbF44AYE+4x8d4NYj7i+9//fjU/ET/7Bz/4wWo+ZTjEFQ+bQ3BRYnzs2H3Ky9NeqHfrOAIEaLuoTIoKpeY766hcigqmThRnLhMmTCiLL7549bPG/MRhhx1WzVcMpyhO+NGPflRWWHqh8vXPzFVO3nWpMuXqU+rdOooAAWabqFSKiqU4MMdcRlQyddLK7CuuuKJ8/OMfb82hxLxEzE/MSU889mA5Y+zmZfy2c5fx28xVzj740+WJ+6+rd+sIAgSYraJiKSqXZlyZHZVNc3JldswzbLrppq0zpDXXXLOaj+gkj917VTnzoE9WIXLMtm8ql/58i/Lis4/Wu81RAgQYFlHBFJVMM67Mjkqn4RRbmeyzzz6tBYxx1cFf/epX9W6dIwoIrjqxnPSDJasgOWGnhctN5x1cXntl1osT2kGAAMMqKpqisqn57j8qnoZjZfbEiROrNSXxf8b27THf0Inby/fl5WlTyzVn7lGO22H+Kkh+ueey5f6bzq53G3YCBJgjosIpKp3igB6VT1EBNTtWZl933XWtnXdjncpmm21WbTHfjZ574o/l/KM3qkIkPn59+DrlqYf72TR0GAgQYI6JSqeoeGquzI5KqKiIaseajkcffbRsueWWrZXtn/jEJ8pVV11V79aVHrrr4nLa/h+uQuTY7eYpv/vljmXa8/kLf2UJEGCO62tldlRIZcTixYMPPrh1ffMllliiWnQYCxJHkr++9mq5/bKjy4m7vKMKkp/vvFi57ZKf9oRv7+KE5tlKXx+zatbvAaBNohIqKqKa8yNDXZkdGzAuu+yy1ffGBoqxUePUqVPr3UaUaS88Va489bvl2O3nrULhpsk/6dXerrDoy+y5V4BZECuzo0IqgiAqpqJyKq7p0Z/bb7+9rLvuuq3gieuv33vvvfVuI9rTj9xZrjhl+/LEA9f3ul2AAKNOVEhFpVRUTEUoRAVVVFLNKC6V+53vfKe14eLKK69cLr744l59RjsBAoxaUTEVF4FqbhsfFVWxbfy4ceNaF4qKz0cddVR6m/WRTIAAo15UUEUlVXOYKj5iUeJOO+1UnYnQt/rEeTsDpT33AjAMopIqynxjt99YQ3LHHXfUu1DTzsComz33CkBHECAApAgQAFIECAApAgSAFAECQMcRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFL+H0SLxgLJgEXdAAAAAElFTkSuQmCC)
PN: 4648-3-66
CAS: 199461-14-8
Molecule Weight: 211.192
Formula: C10H10FNO3
PN: 4756-1-32
CAS: 206761-79-7
Molecule Weight: 239.227
Formula: C11H13NO5
PN: 4656-5-10
CAS: 17447-35-7
Molecule Weight: 259.64
Formula: C10H10ClNO5
PN: 4656-5-09
CAS: 46834-56-4
Molecule Weight: 259.64
Formula: C10H10ClNO5
![(2R,3R)-3-[(2-Chlorophenyl)carbamoyl]-2,3-dihydroxypropanoic acid](data:image/png;base64,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)
PN: 4656-5-51
CAS: 17447-33-5
Molecule Weight: 259.64
Formula: C10H10ClNO5
PN: 4656-1-55
CAS: 206761-80-0
Molecule Weight: 270.197
Formula: C10H10N2O7
Melting Point: 192-193 ℃
TSCA: Not listed on TSCA inventory