| Product Number | 4658-5-43 |
| CAS | 81918-01-6 |
| MDL Number | MFCD09031363 |
| Molecular Formula | C14H16ClNO5 |
| Molecular Weight | 313.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-5-43
CAS: 81918-01-6
Molecule Weight: 313.73
Formula: C14H16ClNO5
![Ethyl 2-[(4-chlorophenyl)formamido]acetate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA/ZAAAP2QFyuhLBAAACOHpUWHRtb2xTb3VyY2UAAHicjZXrb5swEMD/lZM/L37xjpJUUatJk9pNWjtp3yoHnBQJcAXk9d/vDHmRUDIF8HF3Px93ZzuTh12ewUaXVWqKKRGUE9BFbJK0WE3Jn7fvo5A8zCYxOqFjUU3JR11/jhnbbrc0/tC52pmCxiYnrX28q9KOz9ahplwxyblgf1+eXxtmlBZVrYpYI1Wl46pRPptY1c1XfBGC5arcpAVr3VlebtrZ3iW3F6e7KiHnXB7RNkcUlmmmYWnKXNWwkZzixb/BShe6VLVOYLFHtUNdzH02eXky8TrXRY2inSGNVfZal+sYFbnJdLzGyVD48TQluUBA1Safl6Xag5WsWglQEpQDygXlgfJBBaBCUBEowfFGu0AHgR4CXQT6CB/rnmkb+G3/qfHr4RF+He6fh/Hwy+wDKydtvxzHCUBS3w9cwAw4BvBQ6QbHwUdb6EKINikgQqUXHgfB0Ri5ICRaHQHCQb0fnkeX+gH3zvbWn8AeY498GjmcwyigAbfj9XtEpdunP77jB0b/w2NUTOtSaC1YfHaq/myyMEVyIUKaTMlCkKYtv/WykofOEDBlokssnp3Aul4CsgvYPg4DThewXR8G3C5g18gJkH2AdwP4wxH8LmDX3zAQdAG7WoeBsAvYtT2cQ3QDCD4cwto7rWt2zomZ9zLX7W522h3mquPtzrzDXDW93cl38nF7GO9OnKvWH0+KQcbvqVsvwy52DDuebSjenHvs4lBk+Fcw+weIy8tVdJ3I9AAAI+tJREFUeF7t3QeQJGXZwHEQBARMHIoIBkSRIIIgCCZESzwEQVEwoajU+aHWYQbBgGKhpRZ+KibScSLpyEmCgCDioSgfCoIEEQlKkHQEybzfPL3O3tK3O7PzbJrZ+f2qtjime2d77mb73+HtnsUKACQsVn8AAEZDQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQKBXzZ1byqteVcpyyw18xZ8POaQ+F0wYAYFetMsupay3Ximnn17KvfeWct99pZx5Zinrrz8wDSaBgECvOfHEUtZaayAcdfHYmmuWctJJ9Skw7gQEes3MmaUcdVT90YWOPLKULbesPwrjTkCg18yYUcqtt9YfXejmm0tZccX6ozDuBAR6zRJLlPLII/VHF3r44VKWXLL+KIw7AYFe024P5JZb7IEwKQQEes1b3tL+HEicJ4EJJiDQa44/vpS11x4YulsXj8W0E06oT4FxJyDQi2bNKmWDDQau/Yho3H9/KWedNfBYTINJICDQq+bMKWXjjUtZdtmBr/jzwQfX54IJIyAApAgIACkCAkCKgACQIiAApAgI9JpLLinlsMPqjw74xz9K2W+/+qMwIQQEes2OO5ay1FL1RwfstVfjt7rxa3399fUpMO4EBHrNe95TypOeVH90wJe+NBCQa6+tT4FxJyDQawSELiEg0GsEhC4hINBrBIQuISDQawSELiEg0GsEhC4hINBrBIQuISDQawSELiEg0GsEhC4hINBrBIQuISDQawSELiEg0GsEhC4hINBrBIQuISDQY05oBOQbIwTkvEZA9mkE5C4BYRIICPSY9zQC8qQRAvKlRkAWawTkWgFhEggI9BgBoVsICPQYAaFbCAj0GAGhWwgI9BgBoVsICPQYAaFbCAj0GAGhWwgI9BgBoVukAxJv0lbaTR/qjDPOKFtttVVZccUVy9JLL11WX3316pdk/vz59Vn7w9y5pbzqVaUst9zAV/z5kEPqc9GnBIRuMfq1fE27QLSb3vTlL3+5bLDBBuWUU04pd955Z/nPf/5ThWPbbbcd9XNMK7vsUsp665Vy+uml3HtvKffdV8qZZ5ay/voD0+h7AkK3SK+h263c200PZzZWjOs1VpYRjeF87Wtfqz80vZ14YilrrTUQjrp4bM01SznppPoU+oyA0C3ar+VH0C4Q7aaHrbfeuhx33HH1h/vXzJmlHHVU/dGFjjyylC23rD9KnxEQukX7tfwI2gWi3fQQ5zxuu+22+sP9a8aMUm69tf7oQjffHH9p9UfpMwJCt2i/lh9BvEnbfbWz5JJLlkceeaT+cP9aYolSWv19PPxw/KXVH+0b11xzTXnZy15W1lxzzfLXv/61PrlvDA1IDEBZYYUVynbbbVfuvvvuvg/Iw43fkS984QvlaU97Wvnud79bHnvssfosjKP2a/kRtAtEu+kh9kD+/e9/1x/uX+32QG65pS/3QBYsWFB23333stRSS5XFF1+8+nryk59cPvWpT5W77rqrPvu01wxIHAKO37MlGhse8d9nPetZ1WjGfg3IaaedVl760pdWrz82TuO/MUDnN7/5TX1Wxkn7tfwI2gWi3fQQb3bnQIZ4y1vanwOJ8yR94vHHHy9z5swpz3nOc6r30yabbFJ+97vflYsvvri87nWvqx6LjZCf/vSn5dFHH61/+7QUexmxBxavPSLyoQ99qNx8883l8MMPL8973vMG9/6PjPdKn7jyyivLlltuWb3u2PP41re+VY3ojBGeyyyzTPV4RPf666+vfytj1H4tP4J2gRg6/YQTTqhGWy277LLlla98ZTnvvPOqx2P3e/311y8PPPDA4LxD7b333vWHprfjjy9l7bUHhu7WxWMxrfF32Q8uuOCC6r0S76NVVlmlHHroofVZGq09qjz/+c+v5nn5y19ezj333Pos00YcijnooIPKs5/97Or1xn8vuuiiJ8xz//33l5122mlwj2SHHXYo//jHP54wz3QSe5+f/vSnq73RiOlHPvKRxk76LU+Y57rrrivbb7999ffxlKc8pey1117V3xPjo3UFWugkIB/4wAfKVVddVQ3XjS2llVdeeXDannvuWTbccMNy6qmnVltXEZMLL7xw2OtALr/88ul/zmTWrNLY7x649iOiEW/2s84aeCymTXM33HBDed/73lf928fW4xe/+MVy73DDmv8r3lMx3Ds2TuJ73vnOd5a///3v9dl62vnnn18dionXt+qqq5bDDjusPssTxJZ2bHE3/w5jS/y+4TZKelTE9IADDqgO2cVrfO1rX1v++Mc/1md7gthojY3VmD/21I444oj6LCS0rkAL9ZV73XDTH3zwwXLsscdWW4tDxbHL2AWdMWNGdZw7rkR/73vfW4WkKeIRz7l2Yyv8rFih9rqjjy6NTeyBUNTNmVPKxhuXxlpx4Cv+fPDB9bkG7LzzwGdk9/gx7wjBV7/61XQIhoYn7mbQLjy9IELw7ne/e3DrOULQydZzp+HpBUNDEHufnYQgEx5aW3QtP0HiHyy+IhKXXXZZffKofPOb3yzLL7989TzbbLNNNSqn51xySSmbbRZ/IQMnzYdEMmW33UpZfPHSWGuWsscepdxzT32OrhfH68frUNTQQ1/Pfe5zq0NfcS6ll0QkvvKVr1TRiNcxlkNR9UNfr371qxc59NULhh6Kio2MOBQ10gXI7cSRjs985jMtD30xOpMWkBCjaeIfPk6AZv3zn/8sH/zgB6uROLG3sltjBRrP2/VitFkcgoqhuo03bpk9u5Q776zPlRP3DIu9lIhSHB6Me2n1wEpzok6Gj3TyvReccMIFZbXV1qmWO7a0f/3rX9dnSYnfkc997nPV78zQk+/dLg69xdDk5snwODIxXifD4+T7W9/61up5myffH3roofpstDCpAQn3NLaQYwtirGKFECuG+MdfaaWVqhVGV475jms39t23lGc8Y2AF/+Y3l3LFFfW5xi6CEeGIgMTP2WijgbB0oVtvvbXsvPPO1YpsIofjxntt6PDf//mfPRs/uzs3Ni6//LbGlvBJZZ11vlbWWOOt5cADD5yQ9/PVV189OPz3qU99arVX360rzZ///OfVAIpY1jhPOlHDcYcO/33xi19cTnK7oFGblIB89KMfrbYaYtcxds1f//rX12dJi0MUQ99kcQija/ziF6XxzhxYob/kJaWcfHJ9jvEXx/3jUFYc0oqfu+OOpdx4Y32uKREXeX3nO98pT3/606t/r5kzZ07KBYF/+9vfynbbvbesuur2jT2eOeXgg/+vsdIc+57OeLjjjhgEcF6j9wc0NogOLP/7vxc2wpc7NNOJuA/dWmutVf07xDnHGCnZLX7/+9+XTTfddHDj8OCDD56QmA4V78248PAZjQ29+LlvbmzoxXlXWpuUgMSWxIte9KJqxRG7jJ2cHB2N+m5unEyNk6pTprFrXN2zKlbgjV3j8u1vlzLZW3lxUv0d7xhYhrglfAyJHmG49GSIuy2/pBHR+PdZY401Gm39RX2WCTd//rVl++2Pbmxo7F/e9rYjyjnnjO/7sBMPP/xYY4fxksbG1CHV8uy66+mNjay767NNqBjR+P3vf78885nPrP5d3vSmN6XPT46Hf/3rX9Uw5Obh6c9//vOTfng6LmyODd4YCh0XI86ePbsR+Tvqs/FfkxKQyRIn2t71rndVvwxxmCxG9WRPtGU8HodhPv3pgXMccauJGCHV6sryyXDOOaWsu+5ASF74woHRX5PoiiuuKFtssUX1bxIbEPvuu2+1tTdVHn30sTJv3l/K5pvPrVbcH/3oKeXqqyd3BXHeedeVt7/9yOrnv/Od88pvfzuFGzsNt99+e/nYxz5WrTDj6+Mf/3j12GSJQ2jf+MY3qkNq8T5529veNuUDZP70pz+VN7zhDdXyxMCfH/3oR+Nyfm66mVYBaYpRPHHhYvzjx+ieib4qN95YR+2/f5kXtxmJFfVrXxtniOuzTZ144//4xwOjvmL5YhRYjAabQHEl8K677lqd44ituVmzZnXVjTMXLHiwfOtbF5SNNz6wOny0zz7nl7vumtg9tGuvvbOxoj61Cscb3nBIOfzwSxt7ARN7aKYTl156aSOsm1e/N3F/rR/84AcTft3V8ccfXx2diJ8Zh9R++ctf1meZUsccc0xju+uF1fLFfdjOPvvs+ix9bVoGJMRKPUb1xOie+MeP0T4x6me8DY3V7EasFkxwrMYkRn01Vuqxh3R5Y6V+4ASs1OPv/ceNWMVWW/ydxPmuSyY4VmMxdKUeeyVHHHFZtZcynqYiVmMRtxdqrtTjuquJWKlHrN74xjeOW6ziHEmcT4vfx/g68cQTB/8cj4/lHEpc3Pz1r3998BKCt7/97dV5NaZxQJpidE+M8mmO+Y7RPzEKaKyGO1z2wCQeLhuTK64ox26xRVmhsexx0nC8Div96le/Kuuuu271dxJbbfPmzavP0rXisNK22y48rDR//tgHHnTD4bKsuOh3n332GffDSuN1uCyui4mT6zvuuGN1b7Dm7VtG+orpMV/MH9+Xua7mpptuqu6qEedo4mLVuOtvjPTrZ9M+IE0x5jtG/cSbKY7Fx2igzPDF+gn7GJc+pSfsx+Dkk08ePLEdwxizJ7bjzq9xO/F4nuWWW666h9lI9zfrZvUT25/85OnVKKmmeOzznx95azymN8Ww3G45YT8W9RPb2euu6ifsY++j0xP2sbKOowqvec1rBsMQyxVHAOIiw7gtUkyfO3fu4Ff8fzwe02O+mL/5vfE8Mb3TCMQdMjbeeOPqOeJao0MOOaTnLlYdL30TkKZYScYooPjHj5VnjA4ara4eMpwUEf32t7/9hKG1EdvRiFuFxC9nbI3F98bW3Y1dMmR4LG6//f7BobXHHrtwKGczIL/85bVD5l5oaEC++MVzum7I8FjE0Nqh1111MrR26JDhODQW5z06EaOg4gLkONQVzxF7RR/+8IerocdxaUAnYv74vvj+5t5VPG88fyejrSIYP/vZz6q7HcRzbLTRRuW3v/1tfbZpr+8CEuJwTRy2aY75jlFCMVpoJGP55ekVw13cN9JntcQvT/wdxE0xm78887v0osWxiL2PoRuWEYh4bLvt5pU771x0D2toQCIa997b+R5ut+vk4r76RYsx0qqTvf7mvaua4YjzMbFXMV4jK+N54vnieZshiZ/Xye92fSPq/e9//7TYiBqtvgxIU5xAjtFBcXw0VpoxaihGDzWN1+57Lxl6e5E4Rr3//vs/Yfhi7L43P3ciAtJPu+/NQJx66lVl990XvaHn0IBMZ+0O48bvSFzD0bwDQNw2JX6XOhHnKOK+XfH8L3jBC8rRRx89Ye+zeN54/vg58fPi53Z6jmS6HMbtVF8HpClGCW222WbVP36MHooRIUNHXfTsjRvHIE6Gx95IvP44dhzDGeMQVawQmics46RiPxkaiNmzTytnn/3EQ1n9EpCm+kCSOAwUI/CaN26Mq8kzN26Mc3NxriTeZ3Ermk7uQDwW8XPi58XPjZ8fy9GpoQNJIki9NJAkQ0CGiH/s5pjv+Jo2t45PiFs5xBDoGF3WvCtsfMUQxthNjz93evy51w0NxC233FuN2ho6HLffAtIUt1hvDmWPr7h1fBzqyvjhD39YbbjEyempuuYifm78/FiOWJ5OxR77T37yk8Gh7HH3jelKQGpitzO2tONw1ljGpfe6CEh8bkKIW8/EHlrz8yRiGGa/ByQcc8zlZY89Fq7k6tP7Saw0Y4s7zgVkP7wq9vrjfbXOOutM+d5t/PxYjlieWK6MOIcY3x+fdTRdCQjDGhqQOgEZEIfkZ806ufzqV9cNO73ftHrPtBNb+s3DXkPPQ06lWI7mTR2zeyLxvXHtyHQlIAyr1cpAQBa64YYF1XUecbX5cNP7Sav3TCtx+/Q4XBS3CumWeDTF8sRyxfJ1ept3AaFvtVoZCMgT/fznf66u+xhper9o9Z4ZSYx2ihPWcc5hqg9bjSSWK5YvlrOT0VkCQt9qtTIQkCd67LHHy047nTDi9H7R6j0znLjeIobMxqinc+Ku0V0sli+WM5Z3tNeJCAh9q9XKoF8DQmut3jPDiWuM4n0UQ2d7QSxnLG8s92gICH2r1cpAQBhOq/dMXdw2JIa5xsitybrOY6xiOWN5Y7lHc9sTAaFvtVoZCAjDafWeqYuPto73UFwB3ktieWO5Y/nbERD6VquVgYAwnFbvmaHi7rdx36m4UHeibk8yUWJ5Y7lj+dvdxVdA6FutVgYCwnBavWeGiluox/sn7mbbi2K5Y/njdbQiIPStViuDfg1Iu1FW7aZPd63eM0PF53A87WlPG7e76k62WO5Y/ngdrQgIfavVykBAhtdu+nTX6j3TFNdRxA054/M4elksf7yOVteFCAh9q9XKQECG1276dNfqPdMUnyMT7534UKdeFssfryNez0gEhL7VamUgIMNrN326a/WeaYoblcZtQbrtliWdiuWP1xGvZyQCQt+a2VgZrDzCyuATjYAsKSCLaDd9uhtNQF760pdWn5cxHcTriNczEgGhb53SWBnMHWFlcH4jID9p/GI81IcBaffVz9oFJD4eIT75c4cddqhP6knxOuL1jPSxDwJC/2qsDMpIK4NGQBq/GaX0YUBaaTd9umsXkPiM9FihxsfhTgfxOuL1xOsajoDQvwRkEe0C0W76dNcuIPPnz69WqPvtt199Uk+K1xGvJ17XcASE/iUgi2gXiHbTp7t2ATnzzDOrFercuXPrk3pSvI54PfG6hiMg9C8BWUS7QLSbPt21C8iJJ55YrVDnzZtXn9ST4nXE64nXNRwBoX8JyCLaBaLd9OmuXUDsgUw/AsLwBIQOtQuIcyDTj4AwPAGhQ+0CYhTW9CMgDE9A6FC7gLgOZPoREIYnIHSoXUCCK9GnFwFheAJCh0YTEPfCml4EhOEJCB0aTUDcjXd6ERCGJyB0aDQB8Xkg04uAMLwttyxl5ZXrjw6YPbs0fntKuffe+hT62GgCEnwi4fQhIAzvwgvj0uH6owOuuqqUOXPqj9LnRhsQn4k+fQgIMC5GG5B77rmnrLDCCmXttdcujz/+eH1yV4vljeWO5Y/X0YqAAIzSaAMSvvKVr1Qr16OPPro+qavF8sZyx/K3IyAAo9RJQO64444yY8aM8oIXvKDcf//99cldKZYzljeWO5a/HQGBuPHdq15VynLLDXzFnw85pD4XdBSQsP/++1cr2N13370+qSvFcsbyxnKPhoDQ33bZpZT11ivl9NMHRlzdd1/cUrWU9dcfmAZDdBqQxx57rLz61a8uSyyxRDnnnHPqk7tKLF8sZyxvLPdoCAj9K0ZgrbXW8EN147E11yzlpJPqU+hjnQYkxHUUz3zmM8tznvOcctNNN9Und4VYrli+WM5W133UCQj9a+bMUo46qv7oQkceOXCtCPxXJiDhpMaGSNwW5GUve1nX3eIklieWK5YvlrMTAkL/mjGjlFtvrT+60M03l7LiivVH6WPZgIQf/vCH1cp200037ZqIxHLE8sRyxfJ1SkDoX0ssEfffrj+60MMPl7LkkvVH6WOve93rqsM8WV//+terFe4666wz5Yez4ufHcsTyxHJlNAOy9dZb1ydNGwLC8Nrtgdxyiz0QniCGuMYK813vele57rrr6pNHJbb043BRnHM4++yz65MnRfzc+PmxHJk9j3DFFVdUe2Tx9xHPE9eN9Mpw5U4ICMN7y1vanwOJ8yTwX5dddlnZZpttqpXmMsssU31i330xcq9DJ598crUnE6OeYujsZK144+fEz4ufGz8/lqNTcdhr9uzZjZ3zJavnedOb3jS4J7PqqquWww47rP4tPU1AGN7xx5ey9toDQ3fr4rGY1uO35GZiXHDBBWXDDTesVpqrrLJKOfTQQ+uztBWjnWLIbDxH7NnEFeATdduTeN54/uYeVPzcTkZbhThc9aMf/ai6yDCeY7PNNit/+tOfqmkx7PfAAw8sz372swef/w9/+EPtGXqTgDCyWbNK2WCDgWs/IhqxJXjWWQOPxTQYQaw047MyVlpppWqluckmm5Tf//739dlaiuc44IADqvtOxXPEPajmzp07bnfxjeeJ54vnjeePnxM/b7TXeTTFNSIxUiue44UvfOGIt2e5++67y2c/+9my1FJLVYe1PvShD5WbYzBKDxMQWou77m68cSnLLjvwFX9u8SE6MNSCBQvKbrvtVq004/Mzdtppp/Kvf/2rPltLcduQvfbaazAkT33qU6vP44gPdYqVcidi/vi++P54nmY44vlHc3uSoa699tryjne8o3qO5ZZbrjrZ/sADD9RnW8RVV11Vttpqq8HX8s1vfrM89NBD9dl6goAAE+6aa64ZPD+y/PLLl3322ac8+OCD9dlairvfxi3U43M44nniK6K03nrrle23377sueee1fTYq2h+xf/H4zE95ov5m98bzxPT291Vty7m32OPPcrSSy9dPV98rG1m1NgZZ5xR1lxzzWpZVl999XLiSB+f0MUEBJg0Z5111uAhoxe96EXluOOOq88yKnGOIg6Rxco7VsJxwroZhuG+YnrMF/PH93V6jiPEuZKI0sorr1w958aNvfH58+fXZ+vII488Ur73ve9VJ+3jOeOk+1/+8pf6bF1LQIBJFSvNH/zgB4OHpDbffPNy6aWX1mfrSJy3+Otf/1rOPffc6iu25pt/jsc7Pa9RF6HYaKONquWNgERIxvOk/u2331522WWXKnQxgusT3/5EueM/nR1SmwoCAkyJOOfw8Y9/fHDIa6xAY0XaTW688cZqryXCEYes4tDVvcPdH26c/PnPfy6bv2PzsthHFisrzF2h7PeX/cojj7W4oHeKCQgwpeL6kTh0EyvpOJQTh3RiL2Uqxcnwvffeuzo5HssVJ8vjpPlkOe6a48pqR6xWFtt/sbL20WuXs246qz5LVxAQoCvE6Kg4mRwr7LXWWqs6yTwV5s2bVw3HjeVYd911p+xW8w8++mDZ5//2KcvPWb4KyTZnbFOuWXBNfbYpJSBA14jhrDGstTnENu4jdfXVV9dnmxCXXHJJdQFg/Ny4IPDHP/5xdYHgVPvn/f8sHzz3g2Xx/RcvSx24VNntd7uVBQ8tqM82JQQE6DpxgV1caBcX3MU1JJ/73Oc6vuZjtG677bYya9as6jzMk5/85LLrrrt2zR2Bh/rdrb8rm5ywSbU3stKhK5U5V84pjz0+tsEBYyUgQNe66KKLBm9pErcCOeigg8Y8oqrp4YcfLvvuu295xjOeUT3/FltsUd0EsdsdevWhZZXDVqlCsuFxG5YLbr6gPsukERCg68VNCONmhLGif8UrXlHOP//8+iwd+cUvflHWWGON6vle8pKXlFNOOaU+S1e775H7ypf+8KWyzEHLVCE55tpj6rNUzrjxjLLV6VuVFX+2Yln6oKXL6keuXt5z9nvK/FsGrl+J7x2LsX03wCSJu+XGbdGf8pSnVCv+d7/73R1fEHjllVeWmTNnVt//9Kc/vXznO9/p2duIhOvuua588refLH+5c9GLD7/8hy+XDY7boJxy/SnlzgfvLP955D9VOLY9c9vBcAgI0FciGjvssEMVgYjJaD5r46677iqf+tSnqnMccV5l5513Lre2+rybHnfmjWeW9Y5dr4rGcL528deq/woI0Jd+/etfV4ezIiTPe97zyuGHH16fpRpFFfe7WnHFFav54lMTL7744vps087Wp29djvt7+9vECAjQt5qftRGfxR6BiBskNj9rI25jEjdQjMef//znlyPjQ9D6RJzzuO2B2+oPL0JAgL5X/6yN1VZbrQrHsssuW7761a+O22eI9IolD1xyVLdAERCA/4rP2th0000HL0K84YYb6rP0hdgD+fcD/64/vAgBAaiZzifIRyOG7joHAkDH4vqP9Y9dvzzw6PCfkLj3xXtX/xUQABax50V7Vleqn3r9qeXuh+6uYnLhrRe6DgSA9k674bSy5Wlblhk/m1HdiDGuRH/vOe+tQhIEBIApISAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkDK/wP0qI0ZhWrGzgAAAABJRU5ErkJggg==)
PN: 4658-5-0J
CAS: 39735-52-9
Molecule Weight: 241.67
Formula: C11H12ClNO3
PN: 4H48-1-69
CAS: 5680-61-5
Molecule Weight: 305.286
Formula: C15H15NO6
![Ethyl 2-[(2-chlorophenyl)formamido]acetate](data:image/png;base64,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)
PN: 4658-5-0K
CAS: 66824-94-0
Molecule Weight: 241.67
Formula: C11H12ClNO3
![Ethyl 2-[(2,6-dichlorophenyl)formamido]acetate](data:image/png;base64,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)
PN: 4648-5-0D
CAS: 329931-03-5
Molecule Weight: 276.11
Formula: C11H11Cl2NO3
![Ethyl 2-chloro-2-[(4-chlorobenzoyl)amino]-3,3,3-trifluoropropanoate](data:image/png;base64,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)
PN: 4658-7-11
CAS: 328270-33-3
Molecule Weight: 344.11
Formula: C12H10Cl2F3NO3
PN: 4H23-1-BU
CAS: 1499-53-2
Molecule Weight: 207.229
Formula: C11H13NO3
TSCA: Not listed on TSCA inventory