![(6-Methoxybenzo[b]furan-3-yl)acetic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABb6AAAW+gGsmlPaAAACRHpUWHRtb2xTb3VyY2UAAHichZRta+MwDID/ivDnq1/zWpqOsjE42BjcdnDfDjdxu0ATjyR9+/cnJ22vabuUpkiR9EixJXvysCtWsDFVndsyIYJyAqZMbZaXy4T8/ngeReRhOkkxCAPLOiGfTfM1Zmy73dL00xR6Z0ua2oJ0/vGuznsxW0VttWSSc8H+vL68t8woL+tGl6lBqs7HdWt8salu2q/4pgQrdLXJS9aFs6LadNn+Su4eTnd1Rv6v5RF9M0Rhka8MLGxV6AY2klN8+A9YmtJUujEZzPdoVtTDtU8nr082XRembFB1GfJUr96bap2iobArk64xGSo/nxJSCAR0Y4tZVek9OM2ZtQAtQSvQHmgfdAA6BB2BjkELjn/0CwwQGCEwRPi45yvjin7svwx+ObzBY+/31lpaK26ZTEhI/Rj5gwio9MPgKDwaSxWDQh+XIKmQfgCCBl4cAqfCUx6MOFVK+k5GUSjQKyX3jrEHsstDYI/1fNRlhCYVoVA0ECgk5SEKQRU/f/PjIHaFlFSugIjCGEZY38eCnMZ+EGBs5LXpOJY/puuS45ay055OJ3NbZmcq5FlC5oK0m/3LLGp52G8CtspMhSPsErjQc0D2AdedYUD1AdfLEzC7BXh9wHV+GPD7gJuTYSDoA26qhoGwD7gZHF501AfcxA4DcR9o53uYcP5LRJwQeRMRV+sQcnjl4qLf3Wm7w1y0vDuddxjvqid3kYu+Hy+AQSa4msbbCDs7Lex4W6F6dZOxs2uO4eU+/Qddy8M9EiBnbgAAOyZJREFUeF7t3Qe4FNXdx3EVLIgoXcEXC6DGBoivYAULVnhF0NcIYtRE86pYsaPGWLBhQVQsEYLdqDE2bFGMYkHERMWIKEUpAoICYsF63v3N5uzdPbt77+zZ2Xt3dr+f55kn5M7M3p257vx25pzzP6sZAAA8rOb+AACAMAgQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAIGJTpkwxp556qunWrZtp1aqVWXPNNU2bNm3M3nvvbW644Qbz1VdfubuY1VZbLVjCKGTbUmr4dwAAFWL58uXm0EMPTV3g8y0tWrQw999/f8a+hYRCIduWUsO/AwCoAAqPbbbZJriwt2zZ0vzhD38wb775pvnyyy/NDz/8YBYtWmSeffZZM3ToUNO0adOsACgkFArZtpQa/h0AQAUYOHBgcFHfaaedgrCozZIlS8yvf/3rjJ8VEgqFbFtKDf8OACDm3nrrrdSdx8KFC93VoRQSCoVsW0oN/w4AIOZOOeWU4IJ+wQUXuKtCKyQUCtm2lBr+HQBAzHXt2jW4oL/xxhvuqtAKCYVCti2lhn8HABBzenSlC7oazH3ZUChkaWgN/w4AIOYaN24cXNB//PFHd1VobjiEWRpaw78DAIi5KO9Awihk21Jq+HcAADFHGwgAwAu9sAAAXlT7Shf0hhgH8vbbb5sTTzzRbL311qZJkyamXbt2Zp999jGPPPKIs1f0wr1bAECtDjnkkOCi3qNHjzpHoi9dutQcccQRGT/zDZBdd93VjB8/3syYMcN8++23Ztq0aaZPnz7BepVTKaVw7xYAUKtly5aZX/3qV8GFWxV4dfHWnYlqZKl31uLFi81zzz1nTj755JLXwpo3b16wvnnz5u6qSOV/BwCAgihE7J1IbYsC5oEHHsjYt65QSFfXtnqMpvUdOnRwV0Uq/zsAAHhRFV7daXTp0iVoF0mfD2TUqFFm5cqV7i51hkK6fNv+9NNPwaOsfv36Be0hjz76qLtJpLLfAQAgdtLvcDbZZBPz8ssvu5tEjgABgArx/fffB2NRtttuO7POOuuYp59+2t0kUgQIAFQYW15eE1yVEgECABXm66+/DgJk7bXXdldFigABgArzyiuvBAGiEiulRIAAQIxp0ODf//73YJpcjTlRu0enTp2CCsG0gQAA8nr99deD+dU15kOhoVImhx56qJk8ebK7aeQIEAAokcMOO8y0bt3afPDBB+6qikCAAECJ2Immbr/9dndVRSBAAKBEGjVqRIAAAApHgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPDy50SAjEsEyIcECACgIIkASdyCGEOAAAAKQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAv66+fDJB773XXVAQCBABK5ZlnjLn8cmO++85dUxEIEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBACiNGGCMUOGGNOxozFNmxqz7rrJf+tnWldBCBAAiMKiRcb07p0c91Hbsueexnz+ubt3LBEgAFCsJUuM2XzzZEC0bJkc+/Hee8Z8/bUx33xjzPvvG3PFFca0apXcplMnY774wn2V2CFAAKBYffsmg2H77Y1ZsMBdW2PhQmO6dk1u27+/uzZ2CBAAKMbkyclAaNbMmDlz3LXZPvkkua32mTLFXRsrBAgAFGPo0GQYnHmmuya/s85K7nPKKe6aWCFAAKAYXbokw2DSJHdNfq+8ktynWzd3TawQIEAF+eabb8ytt95qFqlHEOpHixbJMCikUVzbah81qscYAQJUiCeffDJxPWqVuC6tZpo0aWLGjh1rfv75Z3czRK1x42QY/Pijuya/H35I7qN9Y4wAAWJu+vTpZv/99w+Cw1123HFHM6mQRysoHHcgAOLmyy+/NKeddppZc801U4HRuXNnc/XVV5sePXpkBMmgQYPM3Llz3ZdAFGwbiNo1wqINBFWjikozxMFPP/0UtHO0bt06FRDrr79+EBzff/99sM0vv/xixo8fb9q1a5faZt3E3+2Pf/yj+fbbb51XRFFsL6xhw9w1+anHlvahFxYqVhWWZih3EydONNtvv30qFNZYYw3z29/+Nm+j+cqVK83w4cPN2muvndpnk002Mffff7+7KXy9/nryc8A4EOA/qrQ0Q7maPXu2GThwYCoEtOy2225m6tSp7qY5zZo1ywwYMCBj/9133z30/qjDgQcmPwdhRqLrsZW2ZSQ6KlaVlmYoN7nuIDp06OB9B/Hiiy8WdAcDx6pVxvznMWGGxYuN2XTTzC9c06Ylv2zZL1xXXmlM69Y1X7iWLnVfJXYIEGSr4tIM5UJtGHfddZdp37596mKvrrkXX3xxMNajGGpDGTNmTKrLrxa1oVxzzTWpNhQ4dLE/6aRkt9tevdy1SZ99ZhK3dcnPQW2LHvkqcCoAAYJsVVyaoRy88cYbpmfPnqmLu5YjjjjCfPrpp+6mRVEvrlNPPTWjF9cWW2xhnnjiCXfT6qWxHaNHJ+8qbADorrw2Tz5pzODByUfA6nCiRf8+8khjnnrK3TrWCBBkq+LSDA1p/vz55qijjjKrr7566oLevXv3ko/j+OCDD8x+++2XEVj77rtv8POq9vzzxmy9dU1wNGpkzO9/n2wfRIAAQbYqHhjVEFatWmUuu+wys95666Uu4G3btjV33nlnvY4k10h23YHY99C4cePEDeUpwZ1KVfn4Y2P+538yHzupN+I777hbVj0CBNmquDRDfXv44YfNZpttlrpor7XWWubss882K1ascDetFz8k/o4jR440G2ywQeo9qa3klltuCdpOKprOeeLcJ/4INcGR+NuYhx5yt8R/ECDIxh1Iyb2T+Da75557pi7SWv4n8a33o48+cjdtEIsXLza/+93vgl5a9v1tt912QS+uiqO7vLFjjdlww5rg0IDZxF2h+e47d2ukIUCQrYpLM5TakiVLzO9//3vTqFGj1IV56623Ns8995y7aVl4++23zR577JERdIccckgwrqQiqH1pxx1rgmP11ZMVFubPd7dEDgQIskVdmmH2bA1ocH9aVfRo6PrrrzfNmzdPXYhbJO70brzxRvNjIY8KG8gDDzwQjGC3713jUs4//3zz1VdfuZvGg3q0DRpUExxaevRQFzh3S9SCAEG2KEszqNuifr7OOsYcfLAx48cbs2xZ5jYV7plnnjFbbbVV6uKrxukTTzzRLI3ZQDLV0FItLdXUsseiWlt//vOfg3ErsaA6YIljCLrW2uBIHEPw32VcjqGMECDILarSDImLZ/BYIP2bnhop99vPmDvvrOgaWjNmzDAHHXRQ6mKrZe+99zbTNEI5xlTVd/DgwRnHtdNOOyW+d7zublpeNHo/cReV+u8wcRdlhg+v+rvjYhAgyC3K0gwffmjMJZfUtK2kL+pbv9dextx8c+1BFSPLly83w4YNyxig17FjR/Poo4+6m8baq6++av77v/87I0iGDBli5s2b527aoL5VvS93hPjAgSoQ5m6KAhEgyK8UpRlmzkwGj543u6+jOxX9vuuuSz4WixmN2bjjjjtMmzZtgouplmbNmpkrrriiYkuE6JjHjRtnNtxww9QxN23a1Fx66aXmuwbuwaT6Xjf+9rfm7jXWMN/Z/8Z0Rz1xorspPK3m/gDIUqrSDGrIvP56Y/bYI/sxl5addkpW/NXArjL3j3/8w3Tr1i11EdVo8qOPPjqRwZ+5m0ZC9bD+9a9/mYceeihxc3i5ufDCC80xxxwTLIcffnjq3/q51ms7bV9sHa18NG7lnHPOCcax2HOg8S1/+ctf3E1LTmGtul6q77Vx4n2cnljeVPfyMWNUCMzdHEUgQFAedKHVB1yPs/RYyw0TfXNU46cenZWROXPmmP/93/9NXTS17LLLLubNN990Ny2Kgujee+8NxmZo1sH031foov31Onq9qAPu40TYH3zwwRm/r1evXkF41QfV8Uo/P3qMOPrUU82qahtNX08IEJQf1RpSA/v++2eOCrbLllsac8EF5ue333b3rDdff/21ueiii8w666yTulhtvPHG5p577nE39abBfKNGjQrmNXdDIH3RSHF92991112DwYl20f/Xz9Or7uZa9Pr6Pfp9Ufn73/9uttlmm9Tv0LiX448/3nxeok4T//73v4P6XenHpfpeVV/Pq8QIEJS35cuNueuuZA8vdQVerSZIPkgs126+uRlx1lnmtddec/csGYXEf/3Xf6UuVAoRhYlCJQp6HKZR6emN8HbZMhGe//d//2fGjh0bVO39ImS1AG2n7bWf9tfruK+t36ffq98fBY1vuemmm0zLli1Tv0PjYK677rpgXEwUVKdL9brUNdr+DtXzUl0vlB4BgiR9oG+7zZjp09015UMX6AceMObww4NSE88mLhZHJZbV/3Ph0EVdFxNdAEtRhFCPpfR4Kv2iq8dXeowVhaeffjqYZTD99dWWoq6/aqiOuneTXk+vq9dPrwCsRe9D7ycKCq+hQ4dmXOQVYBMmTHA3DU11uVSfK/3uSvW7VMcrqnBC3QgQJCW+lSY+hcZsu627pjx9+6355G9/MyOOOipoLE2/+GlRryA9MtGjlGJHequdQA3i6RdZNZhH9U39/fffzyoXosdh6r2lMRf1Qb9Hv0+/N/196H3p/UVBr7PPPvtkvP4BBxxgPlQ37wKoHpfqctnXUL0utelE+QgO4RAgMOaRR2oeDSUuunGjXjf6tqypWXM979cjFPVIeuqpp4LS6WHpdXVRVVdc+1rqoquuulHc4Wi62rPOOitrvMjtt9/eYN1+9Xv1+/U+7HvS+9P71PuNwmOPPWY6deqU8fqnn366WVZHhYKZM2cGdbjS/7YKONXrQsMgQKqdutLa6rtbbBH7Ubm623jhhReC5/wbbbRRVpgoDI488shEZj4SlObIR4P+3IuoBgdqkGAUpk6dmvH6ahtQe0Gxd0tRse0X6bW79H71vqOgoLrqqqsywrl169bmtttuyyobr3pb5513Xsa88KrLpfpcaFgESDXTB9UOFFRvp4guDuVC9Zlefvllc9ppp5kOHTpkhYlqOh122GHmvvvuS327VpkRtQmkb6dyJCpLEpXRo0dnjJfQ6G0NeitHel96f/a96n3r/Udl4cKF5thjj80oG9+1a1fz0ksvBX8/1dlSva30v5nqcdUW/qg/BEg1u/jimkdX117rri3KggULzPPPPx80dKpqa65BbsOHDzdjxowJ2il0ISk19ULSYLf0b/52UU8qPepKv5CpAGJUDcmib92DBg1Kvb6q8epxThzofer92veu44jyMdtbb70VdDtO/5s0adIk4/+r/lZ9tQkhHAKkWiW+macG7B1wQNGVSNXTRj16NKd3rm/7YRaNWdC3UXWTjep5ez4a2Kaut7/61a+y3oce26j0epS9eXQ86Q3IPXv2NJ/ErFyL3q/etz0GHU/UfycNbkzvIq1F9bZUdwvlhwCpRho7kLjIJz6dxmy0kZ5TuFuEomfVmpJVYwfSH8mkLxpApmBQY2f6ILfdd989+Hn6N/70RY8q9C1XdyelpsFm9rGV3q8mfYqSBs+lDwZUG0yU4VSf9L71/u2x6LiiHhyociu27UXhEZtS8VWIAKlGAwYkwyNx8TYeM+GpSJ4aWHM9CurSpUswFuOvf/1r0D2zrt5KCqHp06cHNZM0R0auOwJdRNSoXcoLiSZ20u9SIcAoqQE4PTzOOOOMkh5HfdD713Gkh0jUE0t17949eO2TTjrJXYUyQoBUG9WbUnhoOftsd22ddKHfdNNNMy7wKlkxYsSIyAbUqSyF2kfcRxl6Rl6qmkqlCBC1EfTp0yf1/lWhtpLoeOyx6TijbBMhQOKBAKkmGhDWpEkyPFTptoDHKLNnzza9e/fOuKDvtddekTYyu/S4ZPz48cGc4fZ3ajSzutNGebGSUgRIeoO5vrFXovQ7ER1vVAiQeCBAqoXmZthuu2R4aPrZAkqkq1E7fbS3RgFPrMc5FfQY7NZbb82oqaTHJrMinBAo6gBRV1f7XtVmEPfHVvnouNLbRKLq4kuAxAMBUi1OPLHm0dXdd7trc1L7hAbk2YuDurrecMMNWQO96osat9NLp6v2UVTlRKIMEA22s4Pedt5559g2mIel49Nx6nh13FEMNiRA4oEAqQaaStWGx1FHuWtzUvfMAw88MHWx3n777ctmLm/djdgy6vpfNdgXK6oA0XmznQs0biJuXXV96TjtOBEdf7HdewmQeCBAKp0GXmlOc4VH587qFuRukUUffvuNUsuAAQNKNpOdL5Vvt4+01PW22BCJKkBUM0qvo8KLcRkkGBUdry04qfNQDAIkHgiQSqZHTb16JcNDpUreesvdIotKRGichg0PlQGpqytuQ1FvLVs9VnciKn/hK4oA0R2aLYyo8h/VyJY90Xko5o6VAIkHAqSCLdcUsAoPLddc467OogbRgQMHpsJDFVLLnUqE2zsRDT5TxVYfUQSIpm7Va6htplxrW5WajlvHr/Og8+GLAIkHAqRCTZ80yYxq1Mi8pfDYb79QpUpUHdWGh+ZXiEvPIT3Osm0iGnTo08W32ABRd2Z77jTIsprp+O258O3mTYDEAwFSgTTNp8pd7574AF6+4YZmVYhCherNpLYEfWhVZiRuPYfUsG4vWhonUqhiA8TOJKgG5HIpyd5QdPy2I4HOiw8CJB4IkAp06KGHBh8+NWi+8swz7uosavfo3LlzsI9KZ2sGvjiyXXwVhIWOWC8mQNT2YsNLkzHBBOfBnhOftikCJB4IkAqjCXnsB/fMM890V+ekyXrsPo8//ri7OjY0TsS2h6jsSSGP4IoJEBWT1L4qveLz+KwS6TzYUjQ6P4UiQOKBAKkg6pWkKrb64GmkdpiLmepX2Uq6+gYfd+mPslSAMSzfANE83Cqvon01/S1q6HzovOj8FDpfOQESDwRIhVCFXA3204dO04R+9NFH7iY5HXfcccE+aoSeP3++uzp21OXY1s5Sg3pYvgEyatSoYD+VpWeyo0w6H7Zcv85TIQiQeCBAKsTQoUNT37xVgDAM3X3YcQsa71EpdPz2XGh+9DB8A8SWatd8Ishm51nReSoEARIPBEgF0Ahge8FUYbuwLrzwwmAf1S+qjyll64t6kNlZEcNWiPUJEHU2sCOvx44d665Ggs6Lzo/OUyGdMwiQeCBAYm7evHmmVatWwYetU6dOZsWKFe4mOakgom3k/PWvf+2ujj3Nw65jU5tQmMmOfALkvvvuSwW3/g7IpvNiz5HOV1gESDwQIDGm5/12jg49inrzzTfdTfLSVLH2g/2cx6yE5U4dCuzxaZ7tuvgEiAZbap8tt9zSXYU0Oj86TzpfYREg8UCAxFj6jHAaRV4IW/SvdevWZVvrqlh2etxjjz3WXZXFJ0B0x6d9VPIe+dkpAXS+wiJA4oEAiSmV77DdR/fdd9+CQ6Br167BvpX4+MrSHOs6xs0228xdlaXQAFF1YtvDaNy4ce5qpNH50XnS+Qpb1ZkAiQcCJIaWLVuWmpe8bdu2BTVOikqd2MbfO++8011dMTR/u45Ry4IFC9zVGQoNEI10t6+tMEd+Oj/2XIWtEECAxAMBEkO2ZIdCYMKECe7qOvl8oOPoww8/TB3niy++6K7OUGiAPPjgg6nXXrp0qbsaaXR+7LnSeQuDAIkHAiRm7rjjjtSH8YwzznBXh6K7Du2vRwqqg1Wp1J3XPubTCPXaFBogI0aMCLZXDzjUzfYU1HkLgwCJBwIkRj744INUqRJ9wMKUKsnF1r4K0zYQd7ah+5xzznFXZSg0QM4+++xg+6222spdhRx0nnS+dN7CIEDigQCJiVWrVqUavtdbbz0zY8YMd5PQbONyoaOD42innXYKjrWunlKFBsgJJ5wQbF9IuZRqpvOk86XzFgYBEg8ESEzY8R5aiu31o9Hqeh1NXVvp9tprr+BY6xqhX2iA2HOo10fdwv4dLAIkHgiQmLCTPWncRrETFg0YMCB4rYMOOshdVXH69u0bHKuOuTaFBog9h3p91C3s38EiQOKBAIkJ+9hJywUXXOCuLgh3INkKDRDuQAoT9u9gESDxQIDEhCZH6tevX/ChUu+piRMnupuERhtItkIDhDaQwtAGUpkIkBj5/PPPTfv27YMP1sYbb+w9/oBeWNkKDRB6YRWGXliViQCJGc1vYUto+EwVKowDyVZogDAOpDCMA6lMBEgM2VLlWm666SZ3dZ0YiZ6t0ABhJHp4jESvXARIDKkX1s477xx8wDQV7bvvvutuUitqYWUrNECohRWezxcWAiQeCJCYmj17ttlggw2CD5nmAA9b5dSiGm+mQgOEarzhUY23chEgMXb//fenvtkdf/zx7upaMR9IpkIDRJgPJBzmA6lcBEjM6eJoQ+Thhx92V+fFjISZfAKEGQnDYUbCykWAxNzKlStTH9DmzZubTz75xN0kJ+ZEz+QTIMyJXjfmRK9sBEgFePvtt83aa68dfOB22223IBzCuPDCC4N9tO/ChQvd1bGl7rsdOnQIjm3QoEHu6px8AkQTednOCGPHjnVXI0HnRedH56mQic8IkHggQCrE9ddfn/qmd9FFF7mrc5ozZ45Zc801g31OO+00d3VsjR8/PnUuNG4mDJ8AEY3m13577723uwoJOi86P4VWPSBA4oEAqRAqdaLiiPrQqfDiP/7xD3eTnI477rhgH3UHnj9/vrs6dtQhQL3SdEyFlBnxDZBRo0YF+6mH0dy5c93VVU3nw/ZU03kqBAESDwRIBVm8eLFp165d8MFT+8YXX3zhbpJFdyFrrbVWsI+myo07jTi3dx+PPvqouzov3wDRObej3a+44gp3dVXT+dB50fnReSoEARIPBEiFef7551Pf+vr37++uzsnWxtLy+OOPu6tjY8mSJaZly5bBcey6667BXVlYvgEiKiljQ9t3lshKo/NgO2n4lNwhQOKBAKlAKhxoA+GWW25xV2dRPazOnTsH2+sOppDGznKiOygdgx7hhR3xbBUTIC+99FLqfN9+++3u6qqk82DPic5PoQiQeCBAKpB6IfXo0SP4AKpt47333nM3yaI2Eztp1e677x68RpykP7oaNmyYu7pOxQSIqPeb9u/YsWPRE37FnY5f50HnQ+fFBwESDwRIhZo5c6ZZf/31gw/hNttsE6rq7lVXXZW6CGvQVyGPgBqSai0pKPW+1XDu8xip2AB5+umnU+fOp8BlJdHx23Oh8+KDAIkHAqSCaQS2/SCHKbehwBg4cGBqn9NPP93dpOy8//77qXYPDaRUcPooNkCkV69ewWuoRtmiRYvc1VVBx21rtOl8+CJA4oEAqXC/+c1vUoHw17/+1V2dRXcqmurW7qPxIeVaK0vlSjSxlt6n7kB8nrVbUQTItGnTUuNqhgwZ4q6uCjpuHb/Og86HLwIkHgiQCqdSJ1tssUXwYWzRooX59NNP3U2yaB9bLl7LgAEDQldRrS96bGXvPNR2EyYcaxNFgIgtUqmR14899pi7uqLpeO3IfJ2HYhAg8UCAVIGpU6emxnqogTxMqROFyIEHHpgKke23376ob5RRUoO5bfPQ/xYbHhJVgOi82QZkBXbY2mRxp+PU8eq4dfw6D8UgQOKBAKkS1157bSoMLr74Ynd1TgoaW4rbXqxvuOGGUAFUChrnYbvqatGz9rAj7usSVYCIAtvWJtOdXNx6tBVKx2fvWHXcOv5iESDxQIBUCTWQH3DAAcGHUo98XnnlFXeTvO65555Ujy4t2223nZk4caK7WcmoDUZ3HfaRlRbVVpo1a5a7qbcoA0RGjx6deq9HHnlkbHq0FUrHpeOzx6rjjgIBEg8ESBVRD5mNNtoo+GCqWq2mtg1LMyD27t07daHQstdee3l30wxD32xVGNHWttKishga5+HTVbc2UQeIqBKwfd9nnHGGu7oi6LjsMYatfBwGARIPBEiV0eRRttSJGscLpXnGN91004wg0TiTESNGBHW1oqDeVcOHD0+VwrCLypMUOsI8rFIEiEKuT58+qfd/6aWXupvEmo7HHpuOM8pQJ0DigQCpQrankBY9GirUd999FwwWs43F6UuXLl3MKaecEjRsf/jhh3V2AVZ7yvTp04Ng0hzmdhra9EWDA1UYsZSPgUoRIKLJrGzJdy36xl7K46gPev/pdx46vjCTdhWCAIkHAqQK6ZuiLsr6gDZp0iQYjOdDF39No6tiebaXl7uovWWzzTYze+yxRzC+xC7qDaaf27shd9FMgnokoql3S0kXPrXx2Fkd1Q118uTJ7mZF+fzzzzNCRG0GcW1Y1/tOb/PQcen4ovTRRx+lBiNqigKULwKkSn388cemWbNmwYdUjeK6qyiGSsePGzfOHHXUUanZAAtdFCia410X9GK7gdbGvlddnGxvqfRFIaIBmAsWLHB39abj2WeffVK/o2fPnrHr4qv3q/dtj0HHE+XfacWKFcHdcfqXkf3339/dDGWEAKlid999d+qDqsdHUdLFV6XlVQ1Y85Mfc8wxwXL44Yen/q12jjFjxgR3GaWeUlcdCG677bbgomfn70hftt1226Arqh3LoGW99dYzl19+uVm1apX7cl5055fesK7fFZfBhnqf6edGxxFVm4cec955552mbdu2qdfXo0SNag9Tww0NhwCpcrb0hJa//e1v7upYmzdvXtC2oZpMuR6V6Tn7ZZddZmbMmJHaZ/ny5VnfgjfffHPzyCOPpL1ycdTVNf319Tco19pZel/p/43ofUfVVVfUndy2d2jR3Z/uYqO8+0PpECBVTm0Adi4QjbPQRTfO1N34mmuuMbvssktWYGhRTy6t13a10XP4fv36Zeyrtpt3333X3dSLBtuld0JQIUh1TCiXUvB6H3o/el/2Per9RjFIUFRS54gjjsg4v3o89sYbb7iboowRIDBTpkxJfSPWt/W6ek6VG/X20p3EDjvskBUYuvPQ+BV9a/YJR3V7Th+Hok4BGp2vUfHFUvuB7nZsAUZ7kdZkTFE9HiqUfq9+f3q46f3pfUbR3qGaaqqEoM4b9vXbt29v7rrrrtj3TqtGBAgC+lZuP9CXXHKJu7rsvPPOO+YPf/hDMAbFDQ1d8DQuQRfCKB4N6dv4qFGjMtoA9G+VdYmiN5V6wamXWvoxqMqw5hSfO3euu3lJ6Pfo99nqxnbR+/Ltpee67777MjpYqAPDBRdcEEkwoWEQIAjo299+++0XfLD1LXvSpEnuJg3uzTffDOZv79SpU1Zo6GLUt29f8+c//znoZVUKS5cuNSeccEJq5kYtGrfyzDPPuJt60ah+O7OhXdQmsPfeewe9xnzuoGqj19Pr6vVtFV276H1EVWVAj73c4zr00EPrfIyI8keAIEU9oTbccMPgA77JJpsUVOqkFBRqCjINWtP7cUNDY0U0AZYmzop6IFttNEWwyrikvxeFV3pjfDFUIFJja9IfbdlF41X0CG3s2LFBe0HYsNR22l77aX877iV90e/T742qQKXu/tQtO70Dgwaa1mcdNZQWAYIM+jZtv43qW2J90+BEXWDUrbhdu3ZZFzl1rR08eHAwgLGh5yjRaPv0tgK1I5155plBT64oLF68OHh0lj4IMdfSqlWrYAyNOgikD9bU/9fPtd7dJ33R6+v36PdFQe0oV199dUYBztatWwdVDxqqkjNKgwBBFhUrtB98tSOUmi44zz77bDAPuy407gVO7Q1HH320eeKJJ4oe8Bg1jRFRHTAFm32/bdq0MX/6058i7Yzw2WefBXdaOke215zvov31Ono9vW6UHn/88Yz3p7sazWq5bNkyd1NUAAIEWXRBt9969ZhIxQ2jpiDQ4DSN+LZlK9IXDSo77rjjgl5QUTRUl5ouxAq59LYE9Qp7+eWX3U0jobsvFZZ86KGHgsGOF154Yc7Bmvq51ms7bV+quzb9N5JeOFKLRpGrzhkqFwGCnDQOwn6r1myEUXzz//rrr4Oiier/r5HGbmioB9DQoUODuc3j+qhDDf3p0wFr0QU9bmVLwlLbysknn5wxul/tK0899ZS7KSoQAYK8NBeHvSjowu5D9Y1UMkWl49P7/ttFz+jVbvDqq6+6u8aajjm9S6yO/aKLLirZHUB9U9fmm2++OWOSL91JaubLONwxIhoECGqlBmt7gQhbt0ndXdU9VHOq5ypWqGfkqoP11ltvubtWFN1x6RGSnb9di+Y4UdtDnL3wwgtB7TB7TOrWrMeNUVflRfkjQFAr3UHYcRfqzTN//nx3k4C6AKuXTW3FCjUCWV1gq40m2jrssMMyzod6SKkCQJzMnDnT9O/fP+M4VLngn//8p7spqgQBgjrpub4dk6DuobZ3kUYvq/tnvmKFaohXA67aU2CCtp2uXbumzo/OmRq6S12JuFgaY3PuuedmFIDUrJQPPviguymqDAGCUK666qrUxUPlLdyGYrvom/XIkSMjm9620qhzgLpGp3dX1rwsV155ZYPVv8pHAzn1KHKjjTZKvVd1flCpG8qsQwgQhKK7Ds0i6AaGvkXrrkSVW/M93kI2jYvQCPv00eZ6VFguJfVfe+211KyVdtFMhFGXU0G8ESAITaOL7cWkR48e5o477ohs9HK1UiVhdTZIv1CrHWnatGnupvVCAZE+Za0WBYkCBXARIAhN9Z50QdG4EERLhQu32mqr1EVbHRFOOumk0LWuiqVHUno0pYGj9j3o0ZWKU1JmHfkQIAhF9Z1sl1w1jCN6Gj9x3XXXZUzipHEWmsuklBNNqTFcjeL2d+rvrEbz+ixQiXgiQBCKxi7YCwzlKUpLk1Udf/zxGWXjNe+J5piPkrrfqged/R1a1E1X3XWBMAgQhKKR5LrAaDwH6odqV2k2xfQL/MEHH2w+/vhjd9OCaMCfBv6lB5T+rhogCBSCAEGdNKLaPhvXLICoXyqEqJIv9mKv8RjnnHNOMMizEHpEplIj6cUr9YhMJUlK+YgMlYsAQZ0094a94Lz77rvuatQDFbPUvO/pRSg1+ZcmiApTNl7FDdMnkVIjvYog1lcjPSoTAYI6qXquLjpbbLGFuwr1TGNthgwZklE2XiP+801BrPYqlVW322pR2fVSlOhH9SFAUCt989VIaV14NB85ysPrr78ejMVJD4ZBgwYF5WVE0xFrIqf0gYoqYqkJn4CoECColS449gJU6dVz40bjM1RyP33qX7VV9evXL2MaW00tq0Gg5VYqBfFHgKBWmjFQFyGNE0B5WrlypTn//POzSuerzMyxxx5rFi1a5O4CRIIAQV7qtaP5yHUxUt0mlLdZs2alpiLWZFZTp051NwEiRYAgr2eeeSb1bbbSZgysZJqfHagPBAjy0mAzhUf79u1DdRUFUF0IEOSkeSvatGkTBIjvfOgAKlv9BMiECcYMGWJMx47GNG1qzLrrJv+tn2kdys7EiRNTj6/0bwBwlTZA1Pujd+/Eb1mt9mXPPVWgx90bDUh3HQoP3YXobgQAXKULkCVLjNl882RAtGxpjEqAv/eeCisZ8803xrz/vjFXXGFMq1bJbTp1MoayCmVB4wvU7qEAUTsIAORSugDp2zcZDJp8aMECd22NhQuN6do1uW3//u5aNAD1uLKPr9QTCwByKU2ATJ6cDIRmzYyZM8ddm+2TT5Lbap8pU9y1qGca86Hw0BgQjQUBgFxKEyDqtaMwOPNMd01+Z52V3OeUU9w1qGd2djqNQgeAfEoTIF26JMMgT4XQnF55JblPt27uGtQj1buyj68ovAegNqUJkBYtkmFQSKO4ttU+alRHg1HFXYWHKvCqEi8A5FOaAGncOBkGhcxypmft2kf7osFozg8FiOYAAYDalCZAuAOJJc02aB9faRpVAKhNaQLEtoGoXSMs2kAanOY7V3hoTgnNgw4AtSlNgNheWMOGuWvyU48t7UMvrAaz7bbbBgEyYMAAdxUAZClNgLz+ejIMGAcSGx9++GHq8dW9997rrgaALKUJEDnwwGQghBmJrsdW2paR6A1mxIgRQXhoVrvly5e7qwEgS+kCZPFijUhLBoOthTVtWrIOlq2FdeWVxrRundxGtbCWLnVfBfWke/fuQYD0VQkaAAihdAEimhlt992TAVHbomq8Cpx8Pv3UmEsuCfc4DAWbPXu2WX311YMAGTdunLsaAHIqbYBYTz5pzODByeq8mgtEi/595JHGPPWUu3U2ldRQ0OiOprbHYfAycuTIIDwaN26cuAnkLhBAOPUTIMV67DFj1lgjGSLqIswz+kjtvPPOQYD06dPHXQUAecUjQOTGG2seeWmSKspsRGLevHmpx1e33nqruxoA8opPgMh559WEyKGHGvPzz+4WKNDo0aOD8GjUqJFZqB5xABBSvALkl1+MOfromhA56SR3CxSod+JuTgHSq1cvdxUA1CpeASIq0GjHmGhR92B4WbRoUXDnoQC5UY8IAaAA5REgas84+2xj/vIXd01uqtPUo0dNiIwd626BEG677bYgPNQGMnfuXHc1ANSqPAJElV8VBIkLmQlbRmPJEmO23DK5n0rAq6swCrLvvvsGAdKzZ093FQDUqTwCRKXcO3ZMhsFaaxnz3HPuFrlpYGG7dsn9NLZENbgQyheJc77mmmsGAXLNNde4qwGgTuURIPLRR8a0aZMMg/XWM2bqVHeL3N55x5gNNkjup7lEpk93t0AOGnFuiyfOmjXLXQ0AdSqfABFV4lV4KAzatjVm5kx3i9wmTjRm7bWT+2m0+vz57hZw9OvXLwiPHXbYwV0FAKGUV4DIs88as+aayTBQgcVFi9wtclMDvB2trgrAy5a5W+A/VqxYEVTdVYBcTi82AJ7KL0Dk7ruTDeoKg+7djfnqK3eL3EaPTu6jReMaGK2e03333Zd6fDWdR34APJVngIgadm0YqEbT99+7W+R2/vk1+w0cyGj1HAYmzovCY5tttnFXAUBo5RsgcvrpNWGgar4aiR7GMcfU7Hfiie7aqqa5zjXnuQLkoosuclcDQGjlHSAKjEGDasLgjDPcLXLTaPWDDgr2eUnLZZe5W1Sthx9+OPX46h31YAMAT+UdIKJHV3qEZUNk5Eh3i9y++ca80bOnOTuxT/fEcuedd7pbVKVBiUBWeHTu3NldBQAFKf8AETWiqzFdAaLG9XvucbfI6eslS0zfrbYKLpiaLOmJJ55wN6kqq1atMs2aNQvOx7nnnuuuBoCCxCNARN157Wh1dfNVd98Q5syZY9q3bx9cNPXs/7XXXnM3qRoKUPv4aorG3ABAEeITIPLxx8kBhgoRDTh86y13i5z0rH+DDTYILpytWrUyH3zwgbtJVTj66KODc7DJJpuYX8J2SACAPOIVIKLQSB+trlAJ4aWXXkoNntMFdH6VjVb/4YcfTIsWLYLjP1292wCgSPELEEkfrd6xo/kx5Gj1hx56yKyxxhrBRXS77bYzy6potPqziXNmH19NmjTJXQ0ABYtngIga0ldf3fwrcUG8p3t3823I0eo33XRT6kKqWfi+q/DR6j/++KP55z//aXbbbbfgmDfaaCPzM4MrAUQgvgGS8NnIkebyxEVxr8TSp08f833I0erDhw9PhYhGZVfSBXXmzJnmwQcfDB5T7bLLLqZJkyapY7WhCQBRiHWAyI1nnJG6OGqMQ9jG4WOPPTa13wknnOCujoUvv/zSTJgwwfzxj38Mquu2bNkyIyzSF806uN5665kXXnjBfRkA8BL7AFFgDB48OHWhDNtArEc7ffv2Te136aWXupuUFT1qmzx5shk1alQQlFtssUVWSKQv6iigu6trr73WvPzyy0EJEwCIUuwDRPToSo+w7MUz7Ax733zzjdl5551T+/3pT39yN2kw//73v8348ePNySefbLp3756aPTDXoi7Kmp72/PPPN4899phZFLJTAQAUoyICRL766qvgQqsLqh7X3K2S8CEsXbrUbPWf0eqNGjUyjz/+uLtJyemCrwu/AkBBYMes5FoUJDpOBctdd90VBA0ANISKCRDRhbhTp06pC626robxySefpEarq9H51VdfdTeJjB4l6ZGSHi3pEVOHDh2yQiJ90aMqPbLSoys9wqr0XmMA4qOiAkTUC6lt27bBxVeNxmFLdrz77rumefPmwX5qjI7im716d2kU/O23326OP/5407Vr19Q4lFyLfq8awy+55JKgcVyN5ABQriouQGTq1KlBeOii3KZNG/PRRx+5m+Sk0errrLNOsJ8aoefNm+duUqtPP/3UPPLII2bYsGFmjz32ME2bNs0KCbvoTkfdbNXor263s2bNcl8OAMpaRQaIPPfcc2attdYKLtYdO3Y0CxcudDfJSfNlqC1E+2m0er67gOXLlwe/Y8SIEaZ///6pu558i15LXYdvueWWYGCfeoEBQJxVbIDIvffeGzSo6wK+ww47mBUrVrib5HTzzTenLvy6k9B+uqsZPXq0+c1vfmO23nrrrIBIX9q1a2cOOeQQc9VVVwXjLtTADwCVpqIDRNRYbS/s++yzT6jR6jNmzAgCwO5XW7uF5tfYc889zdlnn20effTRqivSCKB6VXyAiNok7AX/iCOOyFm6RD2dtt1221TF2lyLHm1169YtGLmuGQ7fe+8992UAoGpURYC4o9VPO+20jPVPPvlkVlho2WyzzYLA+N3vfhd07dXAQwBAUlUEiGg+DA3Ss+Fw9dVXp9Zpelf9TNPennfeecHMfUuWLEnbGwDgqpoAkZUrV5odd9wxCAs1rmskt9i6Unq8BQAIp6oCRBYvXpwxWn3MmDGpuxJNOAUACKfqAkQ0Wn3DDTdMhYj+d91116ViLQAUoCoDRDSuQ11w7d3HAQcc4G4CAKhF1QaIjBs3LhUgZ511lrsaAFCLqg4QlSGxva+WLVvmrgYA1KKqA8TOH6KZCQEAhanaAJk9e3aqTtbYsWPd1QCAOlRtgIwcOTL1+EqzEgIAClO1AWLnQtdc6gCAwlVlgGiiKPv46tZbb3VXAwBCqMoA0bweCg9V1w070RQAIFNVBkjv3r2DAOnVq5e7CgAQUtUFyKJFi1JT1t54443uagBASFUXILfddlsQHmoDmTt3rrsaABBS1QWInROkZ8+e7ioAQAGqKkC++OKLVPXda665xl0NAChAVQVIevHEWbNmuasBAAWoqgAZ0a+f2SERHr132MFdBQAoUNUEyM8rVpin117b3JwIkBcuv9xdDQAoUNUEiLnvvsTRrma+TSzfT5/urgUAFKh6AmTgwCBAzDbbuGsAAB6qI0A01/m66yYD5KKL3LUAAA/VESAPP5wMDy3vvOOuBQB4qI4AGTQoGR6dO7trAACeKj9AVq0yplmzZICce667FgDgqfID5Iknah5fTZnirgUAeKr8ADn66GR4bLKJMb/84q4FAHiq7AD54QdjWrRIBsjpp7trAQBFqOwAefbZmsdXkya5awEARajsADn++GR4tGtnzM8/u2sBAEWo3AD56Sdj2rZNBshJJ7lrAQBFqtwAeemlmsdXL77orgUAFKlyA+Tkk5Ph0bp18m4EABCpygwQddfdeONkgBx3nLsWABCBygyQ116reXz19NPuWgBABCozQIYNS4ZH8+bGfP+9uxYAEIHKDJAuXZIBctRR7hoAQEQqM0Cuuy4ZIpRuB4CSqcwAAQCUHAECAPBCgAAAvBAgAAAvBAgAwEvDBIgd5BdGmG0nTDBmyBBjOnY0pmlTY9ZdN/lv/UzrAACRq+PKXCJhQsGqbdtFi4zp3btmm3zLnnsa8/nn7t4AgCLkuTKXWG2h4Mq37ZIlxmy+eXJdy5bGXH65Me+9Z8zXXxvzzTfGvP++MVdcYUyrVsltOnUy5osv3FcBAHjKcWWuB/lCIZd82/btm/z59tsbs2CBu7bGwoXGdO2a3LZ/f3ctAMBTjitzPcgXCrnk2nby5OTPmjUzZs6czHW5fPJJclvtM2WKuxYA4CHkVTxiuUIhn1zbDh2a/NmZZ2b+vDZnnZXc55RT3DUAAA8hr+IRyxUK+eTa1hZLnDQp8+e1eeWV5D7durlrAAAeQl7FI2ZDoZAlXYsWyZ8V0iiubbWPGtUBAEWLZ4A0bpz82Y8/Zv68Nj/8kNxH+wIAitawARJGrm25AwGABhfyKh6xXKGQT65tbRuI2jXCog0EACIV8ioesVyhkE+ubW0vLE1dG5Z6bGkfemEBQCRCXsUjlisU8sm17euvJ3/GOBAAaDAhr+IRyxUK+eTb9sADkz8PMxJdj620LSPRASAyOa7M9SBfKOSSb9vFi43ZdNPkOlsLa9q0ZB0sWwvryiuNad06uY1qYS1d6r4KAMBTjitzPcgXCrnUtu1nnxmz++412+RbVI1XgQMAiEyeK3OJ1RYKrjDbPvmkMYMHJ6vzai4QLfr3kUca89RT7tYAgAjUcWUGACA3AgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAePl/JcfnORxEJ5AAAAAASUVORK5CYII=)
| Product Number | 2H21-1-Y4 |
| Synonyms | 3-(Carboxymethyl)-6-methoxybenzo[b]furan |
| Purity | 97 % |
| CAS | 69716-05-8 |
| MDL Number | MFCD02677734 |
| Molecular Formula | C11H10O4 |
| Molecular Weight | 206.197 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 124-127 ℃
TSCA: Not listed on TSCA inventory