| Product Number | 2621-1-A9 |
| CAS | 2006277-38-7 |
| MDL Number | MFCD29065904 |
| Molecular Formula | C12H16O4 |
| Molecular Weight | 224.256 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-1-A9
CAS: 2006277-38-7
Molecule Weight: 224.256
Formula: C12H16O4
PN: 2629-1-1W
CAS: 2006278-08-4
Molecule Weight: 210.229
Formula: C11H14O4
PN: 2629-1-1Z
CAS: 26691-28-1
Molecule Weight: 196.202
Formula: C10H12O4
PN: 2629-1-1Y
CAS: 2006277-61-6
Molecule Weight: 210.229
Formula: C11H14O4
PN: 2721-1-25
CAS: 120-13-8
Molecule Weight: 210.229
Formula: C11H14O4
![2-[3-(Cyclopropylmethoxy)-4-ethoxyphenyl]acetic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABSYAAAUmAEqdjHpAAACWnpUWHRtb2xTb3VyY2UAAHichZVtj5pAEMe/ymRf12VneTbqxXhp0uQul/SuSd81K64eicAF8OnbdxaQClqImllm/79ZhhnG2dM52cNR50WcpXOGXDDQaZRt4nQ3Z78+vk8C9rSYRSQiYVrM2WdZfk0t63Q68ehTJ+qcpTzKElbvT89F3NGcbJ7lO0sKgdbv15f3ipnEaVGqNNJEFfG0qJwvWaTK6i7+c4SVqPwYp1Ytt5L8WEf7I4X5Cn4uNuxfLivaWxIK23ivYZvliSrhKAWnr/gGO53qXJV6A+sLuW3uUO6L2etzFh0SnZa0NBHiSO3fy/wQkSPJ9jo6UDBa/HieswQJUGWWLPNcXcCsjFshKAnKBuWAckF5oHxQAagQFAr60T6SAEmBJEHSIImQVBjQ899rcwMfly9NWcAK3mB183lrrlsvPUQ5Z5KjsH2gPGzfuRqH+z4d2RiPJI4PPu0FDgTklAgoyOsGgEju0GmvG1XDdNE2ghSVxPMCh8FFmgaS6HiAPAzI2NyVZBwuQzIuD2wyJBcjVw3QmCZKE7M5YSK4LV0HJsg9N8SrpYJYbUUWs3WWbm6WEG/mbI2sKtVPvS1kUy0GWb7ROd2/CWCkt4DsAqa2w4DdBUwnDANOFzB90wLLR4DbBUyXDQNeFzA9OQz4XcB08HAOQRcw/T4MhF2gejuGCbPfR7BF5EME7/JAOZw59updv6sjjH1XwVGkV/R6HIw8gF7d6/ExwvRKX4+bEaZX/Xo8jTC9BriOs0EmfHDOQ8a6eZWt6yCm5d2Qtm4muEX/W4u/x7v9ebqDxboAADCISURBVHhe7d0JtBTlnf7xsK+yCKIMIugoiKiMjiBqBiXBJS5H5oArGRUBlYweccQZFEcMIxEyaOCgZzDhSMSQRKOOy+iI0Wgw8S/B444sLogoomAAEURZfv9+qqfqXl76Xrrfrq7u6vv9nFMn5L5vV3e1975P91vv8h0DAMDDd9wfAACQDwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEACrBO++YjR1r1ru3WZs2Zq1bm/XqZXbVVdmyunznO9mjPvnU8RD/GQEAhZk61axJk5qG3j1UNm2a+6isfMIhnzoe4j8jACB/M2ZkG/dGjcxGjTJbtMhs82azLVvM/vIXs9Gjs2WqM3Om++j8wiGfOh7iPyMAID8ffWTWvHm2cb/3Xre0hspUR3VXr969LJ9wyKeOh/jPCADIz003ZRv24cPdkj0NG5atO3Hi7j/PJxzyqeMh/jMCAPLTv3+2YV+wwC3Z09NPZ+sef/zuP88nHPKp4yH+MwJltG3bNvdHiNnXX3/t/gi+OnbMNuxffOGW7GndumzdTp12/3kYDvkcMYv/jEAZvPbaa3bIIYdk/ka+Y9///vdttdtPjKKtX7/ezj///OA97tKliy1cuNCtgkI1bZpt2Ldvd0v29O232bp6TG1uSNR3xCz+MwIJWpf5VDZmzBhr0qRJ0LCFR5s2bWzy5Ml8Wo7B9kzjNnPmzMyH5Y67vcc6LrzwQlu1apX7EOQrzm8g9cmnjof4zwgk4NvMp7E77rjDOnToEDVmp59+ut1333129NFHRz/r2bOnPfDAA+7DkacFCxZYnz59ovfz0EMPtV/84hd2wQUXRD9r1aqVTZo0ybZo2CkKE94DeeYZt2RPuk+iugMG7P7zfMIhnzoe4j8jUGJPPvmk9e7dO2rAevXqZf/zP/8Tle/YscNmz55tnTt3juqcfPLJQTcX8rNixQo755xzovevXbt2NnXqVPvmm2+iOurCOvbYY6M63bt3t/nz59c6C/bqxhuzDft557kle9JILdXVyK3a8gmHfOp4iP+MQIksW7bMfvCDH0QNVvv27W369OnBt5FcNmzYYOPGjbNmzZoF9dXNpe6uzz//3K2K/7Np0ya74YYbrHnz5sF71rhxYxs5cqR9+umnbtXAzp07bc6cOcE9kfC/y0knnWSvvPKKWxW5qPsv8/sZNO7z5rmlNTLfrIM6mgeiuSO15RMO+dTxEP8ZgZgpCK677rrdgmD06NF5B8HSpUvtjDPOiBo4dXup+6uu4GmI6gqCxYsXu1VzUvCMHz9+j+BZu3atWxWuzIegoHHXbPPMB5xg9rm6A7duNdP7f8UVNTPR77zTfXR+4ZBPHQ/xnxGIibqi7rnnnt26ogYNGmSvvvqqWzUv6vpSd1d4Lv1bP2voXnzxxdi6otT1dfbZZ0fnUtfXtGnTduv6apA+/ths8mSzF15wS7Juu80yqVvT0LuHyqZMcR+VlU845FPHQ/xnBGLw/PPPW79+/aKGqEePHrHcDA9vvqv7Kzy3vp2oe6yh0egpjaIK3wfdDL/llltiuRme6+b7Y4895larfhoFqODQ6rpqwM88061R4+23syvvHnZYdiXezH+P4N9XXpktq0s+4ZBPHQ/xnxEowsqVK2348OFRw1Oq4bjq/qo9/FfdY7pfou6yaqeA0KgpBUb4PmtU1YcffuhWLUqu4b9DhgyxJUuWuFWr04MPmvXsWdN4H310tkuqihAgqAhfffWV3XzzzdayZcuosRkxYkTJJwRqZJa6xcLnVHeZRnCp+6wa/frXvw66qMLrPeaYY0o+IVATEMeOHWtNmzYNnlP/e/XVV9sX+cx9SCON9jv55JrgyPxOZX6p1Cfr1kw9AgRlN2/ePOvWrVvUqPXv39/+/Oc/u9VKSt1j6iYLX4O6z9SNVi00Kko3xcPr081y3TTXzfOkvPnmmzZ48ODoNey777521113Bd9UqoIm+ukmeLivh0ZXZb7VWhV/qyVAUDaLFi2ygQMHRg3KAQccYHPnzrVdu3a5VROhbjJ1l6nbLHxN6k5Tt1paaRTU5ZdfHoyK0vVolJRGS23cuNGtmpiHH344WnZGR9++fe3ZZ591q6WHRvPdcYdZhw413zpOP13D/9yaVYcAQeLWrFljl1xyiTVq1ChoQFq0aGETJkywL7/80q1aFuo2U/dZ2MCpW03da+pmSwuNetLoJ42CCq9Do6M0SqoSaNHLKVOm2D777BO9vnPPPdfee+89t2pl0yg+bUEbBoe2oK01qbXaESBITNhotG3bNmo0hg4dWrGNxksvvRR0p4WvVd1s6m6rdBrtpFFP4evWaKintRR4BdKHiUsvvbRiP0zUSaP2zjijJjjat8/O52hgc4sIECTC7bY48sgjU9Ftoe40dat17do1eu3qdnv55ZfdqmWn0U0a5RS+To1+mjFjRiruMVRad2addD/juutqZo/rfoe2nM1zUmu1IUBQUu6N006dOtndd9+dulFO+kSsT8b6hKzr0CdmdcN98sknbtXEaTSTRjWFo5w0NPmqq64KRj+ljTug4rjjjkt8QEUuOzO/r0vvuce+1YgqBYeOQYPMPCe1VgsCBCWhxkuNWDjPQo3bNddck/qhm+puU7db2MCpO07dcuXYyErfLBTGCuXw9SisFdppVq4h3XXRaLxj+/WzUZnXsVDB0aOHhu251RokAgSxUqOmbpNSTx5Tg62G8qGHHgqWF7/11luDQwsBhv/Wz1WuenE38M8991zQDRde48EHHxx00yVF3X+1n1/dg0k+fxJyTSr98Y9/bFu1RlQC3Ofvn3n+lyZPtl0xT2pNMwIEsdGN2sMPPzz6g4tz+YqPP/446N7QAn2117Mq5NDj9HidR+crlrrhcn0DeOONN9yqsamkb0BJeeGFF/ZY1ua3v/2tWy02lfYNqJIRIChaqRbQ026Ds2bNsgEDBuwRBjq0/IjmEJxyyil28cUX22WXXRYd+v/6ucrDVXzdQ+fV+fU8xfjrX/8adM+V8h5ErnswGr2kUUwNQdwLa9bFvQdTjkmtaUKAwJsmo7lLeGvSWrFLeL/11lt20UUXRecND20ipSUxHnzwQVu+fLn7sHqpvh6nx9fejEqHnkfPp+cthrrpTj311Oi8cYyCCkeBaVRSeF6NVtKopYao2KX965KaUWAVhgBBwXLtHfHd73636E2E1PWj7plwToCOww47LJgdHvdscJ1P59X5w+fS8+r5i+2Cevzxx3ebh6FuPZ95GPrkm8Z5KEkodHOxulT6pNZKR4CgIFp4TwvwhX+4WphPC/QVQ5sRXXvttVEXkA7tb66+7yToefR84XPrdej16HX5yjUT/Kyzzsrrm1M1zIRPylNPPVXv9sZ1Sduk1kpFgCAvWupbS36Hf2xaClxLghe7d8QTTzyx2yQ9dQHluwte3PS8tbug9Lr0+oqRay2q66+/PudaVFqLS6OMqmktriToW8edd94Z7DQZvm8alaadKHP53e9+t1v3aFomtVYiAgT1UkBok6Hae0doEyJtRlQM/dGrIQ27Dg488MDgD7sS6HXo9eh16fXpdRbaNeJS9566+cL3UN1/GmYcroZb7asBJ0GDIWpPWtV9En2TDPd4cSe16tDmYmmb1FpJCBDUSd8w/uZv/ib6Y9O2p9r+tFifffbZbjcsNZpo8+bNbrWy0uvR6wpfo16vXnex1N130EEHRefVJ+XaXTAaZaTRRjRqfnSPSO9j7a5DDbPWiK3ak1rDsmK6KUGAoA76dBz+ke2///6x7R3xwQcfRDeu1VXzy1/+0q1SUfT6wi4lvW69/mJpIpzCuXXr1tF7rE/LGl3UEHZELKUwQE444YRg1F3Pnj2j91iHuij1IYgAiQcBgpzuv//+4A9sv/32i+2PTF0I4f0ODZPUboBpoNcZDqPV649rqZD3338/asj+8Ic/uMXwUDtARPeVNCBB3+z0IUj0TZIAiQcBgpz++7//O/gD0w3GOOiTexgeGuKqxjNN9HrDobm6jji+iei+StiQxb0feUPlBkguBEh8CBDkFGeA6A82bHz1v8VONCwXve7a11HsPRECJH4ESLIIEOQUV4CokdQfs86lbqC0ffNw6fWH3Vm6rmJGZxEg8SNAkkWAIKe4AkRDYHUe3YhOyz2PvdF1hDfWdX2+CJD4ESDJIkCQUxwBokl44TyPSh9tVShdj65L1+c72ZAAiR8BkiwCBDkVGyD6wwxvmms+RTUK54noOn0aIgIkfgRIsggQ5FRsgGgGsB6vGd2VNkkwLrqucMa6rrdQBEj8CJBkESDIqZgAef3116PZvpWyPEmp6Pp0nbpeXXchCJD4ESDJIkCQUzEBcu655waPPe2009yiqqTr1PXqugtBgMSPAEkWAYKcfANEs7TDG+flWlU3abpOXa+uu5BZ6gRI/AiQZBEgyMk3QLSznx6n/TUaknA/EV1/vgiQ+BEgySJAkJNPgGg57XCfhaQ2g6oUul5dt64/3z3WCZD4ESDJIkCQk0+AzJo1K3iMVq1tiMJVhvU+5IMAiR8BkiwCBDn5BMiAAQOCx2iv8YZI163r1/uQDwIkfgRIsggQ5FRogHz88cdBfd1IjmOl2jTSdYcDCPR+7A0BEj8CJFkECHIqNEDCP9zDDz/cLWpQdP16H/R+7A0BEj8CJFkECHIqNEBGjhwZ1B87dqxb1KDo+vU+6P3YGwIkfgRIsggQ5FRogIT7ZGgb0YZM16/3Qe/H3hAg8SNAkkWAIKdCAkTbhjZu3Dio/+6777rFDYquX++D3g+9L/UhQOL3/zIBMibzft5eT4B8mQkQ1dHxNQFSFAIEORUSIG+99VZQV3MgduzY4RY3KLr+cC6M3pf6ECDx25gJkHcy7+fKegJkeyZAVEfHTgKkKAQIciokQB566KGg7hFHHOEWNUh6H/R+6H2pDwFSAhq8kHk/rZ4AsUyABHV0ECBFIUCQUyEBctdddwV1G9ryJXUJlzXR+1IfAqQECJBEESDIqZAAuf3224O6w4cPd4saJL0Pej/0vtSHACkBAiRRBAhyKiRAbrrppqBuPkNXG4JwSLPel/oQICVAgCSKAEFOhQTIddddF9T90Y9+5BY1SHof9H7ofakPAVICBEiiCBDkVEiA8A1kd3wDKSMCJFEECHIqJEC4B7I77oGUEQGSKAIEORUSIIzC2h2jsMqIAEkUAYKcCgkQ5oHsjnkgZUSAJIoAQU6FBAgz0WswE73MCJBEESDIqZAAYS2sGqyFVWYESKIIEORUSIAIq/FmsRpvmREgiSJAkFOhAcJ+IFnsB1JmBEiiCBDkVGiAsCNhFjsSlhkBkigCBDkVGiDsic6e6BWBAEkUAYKcCg0QGTBgQPCYyZMnu0UNgq5b16/3IR8ESAkQIIkiQJCTT4DMmjUreMxhhx3mFjUIum5dv96HfBAgJbBgQTYY/vEf3ZIaW7eatWlj1r69/iO4pSgAAYKcfAJk3bp10RyIF154wS2uarpeXbeuX+9DPgiQEvnLX8w2bnR/urv33lOfo/tTFIgAQU4+ASIXXXRR8LiGtqxJuHyJrj9fBAjSjgBBTr4B8uabb0Y3khcvXuwWVyVdp65X163rzxcBgrQjQJCTb4DIueeeGzz2tNNOc4uqkq5T16vrLgQBgrQjQJBTMQHy+uuvW9OmTYPH/+53v3OLq4quT9ep69V1F4IAQdoRIMipmACRa6+9Nnj8gQceaJs3b3aLq4KuS9en69T1FooAKaF33tGyAGa9e2dHXLVubdarl9lVV2XLEAsCBDkVGyCbNm2yrl27Bue49NJL3eKqoOvS9ek6db2FIkBKZOpUsyZNauZ6uIfKpk1zHwUPBAhyKjZA5IknnohuqP/yl790i1NN16Pr0vXpOn0QICUwY0Y2JDL/XWzUKLNFi/RV0WzLluzw3tGjs2WqM3Om+2gUiABBTnEEiFx//fXBedq0aWOvvfaaW5xKug5dj65L1+eLAInZRx+ZNW+eDYd773VLa6hMdVR39Wq3FAUgQJBTXAGiRvKEE04IznXAAQfY+++/71ZJFb1+XYeuR9el6/NFgMTsppuywTB8uFuyp2HDsnUnTnRLUAACBDnFFSDy2WefRfuF6H/Xrl3rVkkFve7a16HrKgYBErP+/bOhoOVM9ubpp7N1jz/eLUEBCBDkFGeAiFaqDW+qq/FN2zcRvd4wPHQdcaw4TIDErGPHbCh88YVbsictN6O6nTq5JSgAAYKcbr311qBha9eunX311VdusRfN0g5DRN1AabknotcZdlvp9Rcy27w+q1atIkDi1LRpNhS2b3dL9qSuR9XVY+CNAMFuVq9ebT/84Q+jhk1Ht27d7P7773eretEn93DVWt2IrvTRWXp94Q1zve44vnl888039pOf/MT22Wef6D3+5JNP3GooFN9AEkeAIPD1118H+1mEjaWOXr16Zf6+OkX/f+DAgbZIwyKLpHsHOld4Xs2nqLTJhno94TyP8NqLvechjzzyiB1yyCHRedUt9l//9V9uNfgI74E884xbsqdw2fc8925BbgQI7IEHHrCePXtGjdrRRx9tzz//fFD25Zdf2r/9279ZixYtgjLNe1DDumbNmt1PUiD1/2sIbDhPRDO6K2XZE72OcIa5Xp9eZzGjrUTdXt/73vei93jfffe1u+66y7bn092C/Nx4YzYUzjvPLdmTRmqprkZuwRsB0oCpb//kk0+OGrXOnTvb7NmzbceOHW5Ve++996JFEnWo+2XKlCm2bds2t2pBNAkvvC+i49RTTy3bKr56Xj1/+Fr0unwnCYbWr19vY8eOjdYG0/9effXV9kU+3SwozKpVZs2aZYOhvj3p77svW0fzQDR3BN4IkAbo888/tzFjxliTJk2CRq1Z5o9u3LhxtmHDBrfqHp599lnr27dv1MiqO+bhhx92qxVEy4BoLamwkdWh/TWS2pRKzxPu5xE28no9PsuThPTNYubMmdaxY8fovEOGDLElS5a4VRGn6dOz4aDZ5pnf8WD2uWahaxdCfTC54oqameh33uk+GgUiQBoQdcPccccd1qFDh6hRO+OMM2zp0qVu1XqpcVT3i7phwvMMHjy46NFJb7zxhg0dOjTq1tKhG9e6N7Ny5Uq3elF0Pp03vKGvQ8+r59frKMaCBQusT58+0Xl1n+PRRx91q6FUbrvNrHHjbEjkOlSW+faM4hEgDcSTTz4Z3BQPGzX9Wz8rhrph1B1Tu3tG3TXqtinGW2+9FezsF26PGx69e/cOzv/ggw/a8uXL3YfVS/X1OD1e56l9Xj2Pnk/PW4wVK1bY2WefHZ1XQ6CnTp0ajLpCwt5+O7vybuYDQrASb6tW2X9feWW2DLEgQKrcsmXLgm8ZYaPWvn37zLf86UXfFK5N3TLqngmfQ9026r4p9gax9hafNWuWDRgwYLcGPzzU9abutFNOOcUuvvhiu+yyy6JD/18/V7nquY/VofPq/PnuYV4XdXWNHz8+CrzGmU+4I0eOTO2MeyBfBEiV2rFhgz00bpx1/L/GU/c7dN9D9z9K5bHHHotma+tQN466c+Lw8ccf27x584KGufY3qUIOPU6P13l0vmLt3LnT5syZY126dIme46STTirbIAAgaQRItdEIqtmzzTp3tnmZBu37mWPQoEGJzfpWd820adOC7puwUVW3jrp34qTRX7rn8tBDD9kvfvGLYOa8jhtuuCH6t36uctUrdrSYa+HChXbsscdG19i9e3ebP3++Ww2oagRINdHcjX79opuFH/ToYW8+8IBbKxHqvtGnfXXnqIFV9466eYoZ2VQJtPzIhRdeGAVHq1atbNKkSbZFI32ABoYAqQYaoRROjNKhLTwnT9b0crdm4l555ZWgWydscNXdo24fdf+kiQJCQaHACK/lggsuCAIFaKgIkDTTIoc332zWsmVNeIwYUZGb5Kh7R908YeOr7h91A6VBml87UEoESFpppm23bjXBoXWA/vxnt1ZFyfUpXt1Blfopvlq+PQGlQoCkzcsvmw0cWBMcXbuazZ1rtmuXW7NiVfp9hGq9fwPEjQBJCy33fcklNcswtGhhNmGCVjt0a6ZGpY1kSmoEGVAtCJBKp+GnWnahbduabx1Dh2p1Q7dmKlXKXIpSzmEBqhUBUsm0SOHBB9cEh7aXfe45t1ZVKNds7lLNogcaAgKklN55x2zsWLPevbNDa7UmT69e2TV6VFaXZcvMBg+uCQ7tmnb33dlJglUuqfWkSrWOF9CQECClkmn0rEmTmhBwD5VNm+Y+Kuuss7J1tF/zNdeY/fWvbo2qV6oVbUu1kjDQEBEgpTBjRjYAdMN71CgzbQOrLVs1ykj7E4weXXMzfOZM99Fmjz+e/ebSwPeOiHtPjVLsZQI0ZARI3LTDmXY6Uzjce69bWkNlqqO6FTjxr5IUu6tfqXZTBBo6AiRu2mNZwaClRfZm2LBs3YkT3RLkUOi+4trPfcKECbHv5w4giwCJm2aEKxTyGQL69NPZuscf75agHo888kjQ/RQGibql1D0V2rVrl82dO9cOOOCAqM7AgQNtkboSAcSGAIlbx47ZUMine0UbGamuRlmhIBqV9ZOf/CTojgpDQt1U2nXwuOOOi37WrVu3YP8PAPEjQOKmkVMKhTq6VXajXQFVV4+BF3VHqVuq9j7qOlq2bGk333yzfaUFJwGUBAESN76BlIW6p1q3bh2ER8+ePW2llrgHUFIESNzCeyDPPOOW7En3SVR3wAC3BB7OO++8IEBuv/12twhACRAgcbvxxmwoZBqzvQo3gdLILRSNAAGSRYDETXtbNGuWDYb6bt7ed1+2juaBaO4IikaAAMkiQEph+vRsOGi2+Zgx2dnnmoW+dauZVpm94oqameh33uk+Gp4IECBZBEip3HabWePG2ZDIdahMy7QjNgQIkCwCpJTefju78u5hh2VX4m3VKvvvK6/MliFWBAiQLAIEVYMAAZJFgKBqECBAsggQVA0CBEgWAYKqQYAAySJAUDUIECBZBAiqBgECJIsASYpmnk+apM0q3BLEhAABkkWAJKV9++wEwnfecUsQEwIESBYBkhRNJFSAvPGGW4KYECBAsgiQpBAgJUeAAMkiQJJCgJQcAQIkiwBJCgFScgQIkCwCJCkESMlNygTIyZn3eD4BAiSCAEkKAVJyizMB8ljmPV5BgACJIECSQoCUXiZAgveYAAESQYAkhQApPQIESBQBkhQCpPQIECBRBEhSCJDSI0CARBEgSSFASo8AARJFgCSFACk9AgRIFAGSFAKk9AgQIFEESFIIkNIjQIBEESBJIUBKjwABEkWAJIUAKT0CBEgUAZIUAqT0CBAgUQRIQu7PBMjcTOP2VwKkdAgQIFEESEL6ZwLkqEzjtpwAKR0CBEgUAZKQ1pkA0V4VbxAgpUOAAIkiQBJCgCSAAAESRYAkhABJAAECJIoASQgBkoCLL84GyPTpbgmAEiBAEkKAJOD1182uucZs7Vq3BEAJECAJIUAAVBsCJCEECIBqQ4AkhAABUG0IkIQQIACqDQGSEAIEQLUhQBJCgJTIO++YjR1r1ru3WZs22UUre/Uyu+qqbBmAkiFAEkKAlMDUqWZNmmTnfuQ6VDZtmvsoADEhQBJCgMRsxoxsSDRqZDZqlNmiRWabN5tt2WL2l7+YjR6dLVOdmTPdRwOIAQGSEAIkRh99ZNa8eTYc7r3XLa2hMtVR3dWr3VIARSJAEkKAxOimm7LBMHy4W7KnYcOydSdOdEsAFIkASQgBEqP+/bOhsGCBW7Knp5/O1j3+eLcEQJEIkIS0bNmSAIlLx47ZUPjiC7dkT+vWZet26uSWACgSAVJi7733ng0dOjQIDx0vvviiWwWFato0Gwrbt7sle/r222xdPQZArAiQEvnyyy9twoQJ1qJFiyA4GjVqZEcddVSmzcuj0UP9+AYCVAQCJGa7du2yuXPnWteuXaNvHQMHDrSXX37ZrQpf4T2QZ55xS/ak+ySqO2CAWwKgSARIjF566aVM29Y/Co5u3brZvHnz3Goo1o03ZkNBOxDujUZqqa5GbgGIFQESg9WrV9uIESOi4NAN84kTJ9pXX33lVkUcVq0ya9YsGwz1BfR992XraB6I5o4AiBUBUoSvv/7aJk+ebG3atInCY3jmE+/KlSvdqoibtq1VOGi2+Zgx2dnnmoW+davZ4sVmV1xRMxP9zjvdRwOIAQHi6YEHHrCePXtGwdGvXz97/vnn3WoopdtuM2vcOBsSuQ6VTZniPipr6dLsoouXXWa2Zo1bCiAPBEiBXnvtNRs0aFAUHJ07d7bZs2fbjh073KpIwttvZ1fePeyw7Eq8rVpl/33lldmyuvzhDzVB07ZtNmi2bXNrAagHAZKnzz//3MaMGWNNmjQJgqNZs2Y2btw427Bhg1sVafHss2Z9+9YEySGHmD38sFsLQB0IkL349ttv7Y477rD27dtH3zrOOOMMW7ZsmVsVaaR5OXfdlZ0nEgbJ4MFmb77p1gTgIEDq8eSTT1qvXr2i4NC/9TNUIU1KvPrqmlnu2ktEXWPr17s1AfwfAiSHpUuXBt8ywuDo0KFD8C1E30ZQ5ZYsMRsypObbiGa9a+8RVhAA9kCA1KL7GbqvofsbCg7d79B9D93/QAPz2GNmhx5aEyR9+mRX9gUQIUAyNIJKI6k0oir81qGRVhpxhQbsm2+yW+K2a1cTJGefbbZihVsTaJAafIBo7sbRRx8dBYfmdmiOBxBZu9bs8str5pxoZvv48WYbN7o1gQalwQbIBx98YMOGDYuCQ7PJNatcs8uBnF55xeykk2q+jXTpYjZnjtnOnW5NoEFocAGyefPmYJ2qcJl1HT/84Q+D9ayAvPz612bdu0dB8uoxx9jyhQvdWkDVa1ABopVxtUJuGBxaOVcr6AIF07pbkybZulat7KeZ36W+meOCCy6wDz/80K0JVK1YAyRsmOuTT526vP/++3bdddcF9yw0tFbfInr06GEnnnii3XLLLfZ2HUtXaC8O7ckRPrf26tCeHdq7AyjG1lWr7M4LL4x+t1plAkW/i1sUMECV82vJ65BPOORTJxfNw2jatGn0+LqO2nbu3GmjRo0KdgNUmQLnxhtvDHYLBOKkrYqPPfbY6Pewe/fuNn/+fLcaUFUKb8nrkasRd+VTx/Wzn/0seIyC4NJLL7U//vGPwZyNbdu2BV0G6obSDfC+WteolrVr10bPp33J9Q0GKBV9YJkzZ4516dIl+r076aSTbLGWlweqUGEt+V7kEw751Klt1apV0cS+X/3qV27xXj311FP2pz/9yf0xUDKbNm2yG264wZo3bx783jZu3NhGjhxpn376qVsVSLX8W/I85BMO+dSpbcKECUF97fgHpMmKFSvsnHPOiX7n27VrZ1OnTrVvNEERqAL5t+R5yCcc8qlTW7jH+HPPPecWAamwYMEC69OnT/S7f+ihh9qjjz7qVgNSJ/+WPA/hH0g+R7723XffoP4XWi0VSKnt27fbzJkzrWPHjtHfwJAhQ+ocOQikQf4teR7ckKjvyFc48kp/gEDarV+/3saOHRv9Xuv+iG60A2mUf0ueh3zCIZ86tfENBNXorbfessGDB0d/D4wQRBrl35LnIZ9wyKdObdwDQbXS/jLh3wMz2JFG+bfkecgnHGrX0Y1ELWh44IEHWtu2ba1fv342a9asYHn1UDgKS+tVAdWEAEHa1d/aF6jQADnzzDPtvvvus+XLl9vWrVuDr/W6sXjttddG9cN5IJpE+Jvf/Cb6OZB2BAjSrv7WvkCFBkguWhVX4+Vrmz59evAYhYgmZC1cuDCYrKXx9AoYzUT/j//4DzvyyCN3exxQyQgQpF3dLbmHvYWD7K2OZuvqxrlLE7C0xWz4+LoOIC0IEKRdrC1uPo14XXV030NdWWeffbZdf/31bnHg3XffDfYsP+qoo4JvKVoc8aCDDgqGQU6aNMmWLFniPgSoWAQI0m7PlrwMan+DUDioewqodgQI0q4iAkT0x6Sb6Keeeqr90z/9k1sMVB0CBGlXMQESWrNmje2zzz7uj4GqQ4Ag7SouQFauXGmdOnVyfwxUHQIEaVfWANGcj9///ve2bt0627x5czAcV9vTavIgUO0IEKRdWQNEy5Ocdtppwf7mGro7YMCAYEc39ipHQ0CAIO3KGiBAQ0aAIO0IEKBMCBCkHQEClAkBgrQjQIAyIUCQdgQIUCYECNKOAAHKhABB2hEgQJkQIEg7AgQoEwIEaUeAAGVCgCDtCBCgTAgQpB0BApQJAYK0I0CAMiFAkHYECFAmBAjSjgAByoQAQdoRIECZECBIOwIEKBMCBGlHgABlQoAg7QgQoEwIEKQdAQKUCQGCtCNAgDIhQJB2BAhQJgQI0o4AAcqEAEHaESBAmRAgSDsCBCgTAgRpR4AAZUKAIO0IEKBMCBCkHQEClAkBgrQjQIAyIUCQdgQIUCYECNKOAAHKhABB2hEgQJkQIEg7AgQoEwIEaUeAAGVCgCDtCBCgTAgQpB0BApQJAYK0I0CAMiFAkHYECFAmBAjSjgAByoQAQdoRIECZbNy4MQqQl19+2S0GKh4BApTJpEmTogC5/PLL3WKg4hEgQBmsWrXKWrduHQVI48aN7bXXXnOrARWNAAHK4IILLgiC45hjjrHTTz89+PegQYPcakBFI0CAhL344ovWqFGj4Fi4cKEtXbrUmjVrFoTIgw8+6FYHKhYBAiRo586dduyxxwZhcf7550c/HzduXPCznj172tatW2s9AqhcBAiQoDlz5gRB0apVq+A+SGjDhg223377BWWTJ0+u9QigchEgQEI2bdpk+++/fxASt9xyi1tss2fPDsratGljq1evdouBikOAAAkZP358EBDdu3e3LVu2uMW2Y8cO69evX1BnxIgRbjFQcQgQIAErVqyw5s2bB+Ewf/58tzjy/PPPB3V0g/2ll15yi4GKQoAACTjnnHOCYDjxxBNt165dbvFuhg0bFtTt37//XusC5USAACW2YMGCaLLg4sWL3eI9fPDBB9ayZcvgMXPnznWLgYpBgAAltH37djviiCOCMBg5cqRbXKeJEycGj+natat9+eWXbjFQEQgQoIRmzpwZBME+++xjn376qVtcp82bN1u3bt2Cx06YMMEtBioCAQKUyPr1623fffcNQmDatGlu8V7NmzcveGyLFi3s/fffd4uBsiNAgBL50Y9+FATA3/7t39o333zjFu+VbqAPHDgwOMfQoUPdYqDsCBCgBN58801r2rRp0Pg/+uijbnHetE+Ibr7rPM8++6xbDJQVAQKUwPe+972g0R8yZIhbVLBLLrkkONdRRx0VTDYEKgUBAsTskUceCRp8fQN5++233eKCffLJJ9a2bdvgnHfffbdbDJQNAQLEaNu2bXbIIYcEjf3VV1/tFnubMmVKcM5OnTrZF1984RYDZUGAADG6/fbbg4Zeo6/ibOgVTAcffHBw7muuucYtBsqCAAFismbNmmC+hxr5WbNmucVFe/jhh6OusSVLlrjFQOIIECAml156adDA9+3bN5iBXgqDBw8OnuO0005zi4DEESBADBYtWhQNt/3973/vFsfmjTfesCZNmgTP8/jjj7vFQKIIEKBImvB3wgknBI36ueee6xbH7qqrrgqe69BDD/WaoAjEhQABivSrX/0qaNC15Mi7777rFsdu3bp11rFjx+A5f/rTn7rFQGIIEKAIX331lR144IFBY/6v//qvbnHJzJgxI3jOdu3a2dq1a91iIBEECFCEm2++OWjIDzjggESXXf/222+tT58+wXOPGjXKLQYSQYAAnlauXGmtWrUKGvF7773XLS65//3f/w2eWzfvX3nlFbcYKDkCBPB03nnnBQ34cccdZzt37nSLE3HWWWcFr+G73/2uWwSUHAECeHjhhReChrtRo0b2pz/9yS1OzPLly6158+bBa/nNb37jFgMlRYAABdK3jb/7u78LGu2LLrrILU7c9ddfH7yWgw46yLZs2eIWAyVDgAAFuueee4IGu3Xr1vbRRx+5xYnbuHGjdenSJXhNt956q1sMlAwBAhRAjfV+++0XNNY//vGP3eKy+fnPfx6F2qpVq9xioCQIEKAA//Iv/xI01D169LCtW7e6xWWjbrVjjjkmeG0XXnihWwyUBAEC5GnZsmXRDevf/va3bnHZ/fGPfwxu6ut48cUX3WIgdgQIkKczzzwzCI9/+Id/cIsqxvnnnx+8xr//+78v29BiNBwECJCHp556Kpq09+qrr7rFFePDDz+MJjfOmTPHLQZiRYAAe6FlQw4//PCgUR49erRbXHH+/d//PXit+++/v23atMktBmJDgAB78bOf/SxokNu3b2+fffaZW1xxNBckXODxhhtucIuB2BAgQD0+//xz69ChQ9AY/+d//qdbXLHmz58fvGbd9E9iiXk0TAQIUI8rr7wyaIh79eqVqs2btMnViSeeGLz2c845xy0GYkGAAHV4/fXXo+1jn3jiCbe44i1evDjaZnfBggVuMVA0AgSowymnnBI0vqeffrpblBqXXXZZcA1HHHGEbd++3S0GikKAADnMnDkzaHj1DeSf//mfgzWm0niMHz8+2GpX15LkjoloGAgQIIfOnTsHjW41HS1btnQvEygKAQLkMGXKlGDL2BEjRgTdQGk+LrnkEjvyyCPt2muvdS8TKAoBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwMv/By0j21MZXtt4AAAAAElFTkSuQmCC)
PN: 2621-1-A0
CAS: 2006277-02-5
Molecule Weight: 250.294
Formula: C14H18O4
PN: 2729-1-08
CAS: 80018-50-4
Molecule Weight: 196.202
Formula: C10H12O4
PN: 2729-1-12
CAS: 1131-94-8
Molecule Weight: 182.175
Formula: C9H10O4
TSCA: Not listed on TSCA inventory