![(E)-3-(2,3-Dihydrobenzo[b]furan-5-yl)acrylic 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F331PL/hhtJ6nj/2mNn997s/rSgECICy0gCGt9xyS84BDJcuXeoWr14a+bd//zUhomX77TVUsFsyNggQAGXz7LPPRj6EesVTYCg4MoNEwZIxtHzJJk40GzzYrFMns6ZNU5Xu+rN+pnX1hAABELn333/fjjjiiKzgKHUSp6qiV1d6haVXWWGIaHBFverSKy9f6nuy337Z4ZRr2X9/tY12t44cAQIgMsuWLbPzzz8/a5j1KKaRrVqqTFeluirXw4u7Kt3Hj1ctvFt67RYtSrXK0mcomEaONJsxw2z5cjM1edagkqNGrRkupXPn0irzC0CAACiZWiTdfvvt1q5du3RwqFOgppNdvHixWzx51LxXzXwznxJ2203tgd2SdevXL7WdBmacO9ddu4aGe9lpp1RZvTorIwIEQEleeukl23PPPdPBoaVXr141N8cz3KJQh8OttsoOkkGD1EPRLZmt5hwHZZs1M/vgA3dtbXPmpMpqm2nT3LWRIUAAeJlbcxd87LHHZs0H3qlTJ3vggQfcosiknudXXGHWvPmaEFEluEbrrcvpp6fKDR/urqnbiBGpbc48010TGQIEQFG++eYbGzlypG200Ubp4NCfL7vssmAdCqQK8SFD1vQ8b9/eLbFGt26pMsUMtqiOmdpm553dNZEhQAAU7P7777eOHTumg0NPH8cdd5zNmzfPLYpCaXj4k04y+9vf3DVrtGiRCoNiKsVVVtuoUr1MCBAAeSkg2rRpkw4OLXvttZe9/PLLblGUQ9iKq5iWbCtXprbRtmVCgADIS6+nwuBo27at3XHHHW4RlBNPIACqleblCAPkjVJGnIWfsA6kmAEnqQMBUAnuu+++dIB8UEgzUkQrbIV1zjnumrqpxZa2oRUWgIZEgDSwqVNTYUA/EADVhgCpAH37pgKhkJ7oem2lsvREB9DQCJAKoJkJO3RIBUM4FtbMmalxsMKxsC6/3Kx161QZjYVV5mFkCBAAeRUTIMuXLw8q3RkDqwzU3yZztsK6Fo3GWw9T4RIgAPIqJkCGDh0alOtf5tcnifboo2YDB6ZG59UwKFr0Z42rNWGCW7psCBAAeRUTIEceeWRQbvfdd3dXIWYIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkBcBglwIEAB5ESDIhQABkFcxAXLCCScE5Q488EB3FWKGAAGQVzEBMm/ePLv00kvtnXfecVchZggQAHkVEyBIDgIEQF4ECHIhQADkRYAgFwIEQF4ECHIhQFBRbrjhBuvfv7998skn7io0oLvuuosAQS0ECCqCWuz069cvfZFq0qSJXXfddbZq1Sq3KOrZPffcY5tuumn67+a///2vWwQJRYCgQS1dutSGDx9ujRs3Tl+gMpdtt93WJk2a5G6GevD666/bvvvum/X3sdlmmxHqSCNA0CC+++47Gzt2bHBBCi9O66+/vp199tn2yCOPWLdu3bIuXAcffLC9++677segDBYsWBB0Blx33XXT5799+/Z29913u0WRcAQI6t3kyZNtl112yQqIPn362FtvvZUus3r1arv55putdevW6TJ6ShkxYoR98cUXGZ+GqKxcudL+/Oc/28Ybb5w+5xtuuKFddNFFtmLFCrc4QICg/syZM8eOPvrorODo0qWLTZw40S2atmTJEjvrrLOCp5NwGz21jBs3LniKQTQeffRR23rrrbP+bgYMGGAffvihWxRII0BQdrp7vfDCC4O72fDipLvc0aNHB3e9hdDTSe/evbMucN27dw+eZuBP5/Wggw6qdV6nTJniFgVqIUBQVmr+qffn4cVpvfXWs5NOOskWLlzoFi3IhAkTgqcW7pRL8/nnn9vQoUOznuzatGljt956K092KBgBgrJ45ZVXbJ999sm60Pfs2dOmT5/uFi2anlquuuoq3tV7COuWWrVqlT53qlv67W9/S90SikaAIFKffvqpDRkyJKsFz5Zbbmn33nuvW7Rkeoo58cQTg6ea8Hfpaefvf/+7WxQ1nnnmGdtxxx2zQv2QQw6hdRu8ESCIxLfffmt/+tOfrFmzZumLU9OmTYNhvb/++mu3eKTUX0FPN5kXxp/85CfBUxAs6Ph3+OGHZ50f9a954okn3KJAURIRIA899JAtW7bM/TEiovPbuXPnrAvU4MGD7eOPP3aLlpWecjp06JDeBz0F6Wlo/vz5btFE0L/58847zzbYYIP0OWnRooVdf/31dAZEJGIfIL169Qq+OI0aNQqakGpYhuXLl7vF4GHWrFn205/+NCs4NI3p1KlT3aL1Rk87l1xySfD0E+5T8+bNg6cjPSUlwffff2+33XabtWvXLn0O9O//1FNPtcWLF7vFAW+xDpDHH3/c1llnnawLnBZVuB522GF2xx13UHHo4bPPPrPTTz89uCiF5/RHP/qRjR8/Prh4VQI9/QwaNCjr732rrbYKnpbi7N///rftscceWcd9wAEH2MyZM92iQMliGyB6baFmifoC6b38MccckzVsRrioBUrfvn2D5ovcna2dXnv85S9/sZYtW6bPn16P/P73v7cvv/zSLV4RXnzxxeCpKPPvXHN1v/HGG27RqqbRi3/1q19l3TB16tTJ/vWvf7lFgcjEMkB0F5zZOerBBx8Mfq727c8++6ydccYZ9uMf/7hWmOiOWndrauao1kRY48knn7Ttttsu63zpKW727Nlu0Yqjfw96Omrbtm3W37X+Hehpqprpld0f//jHrFd2umEaNWpUYl7ZoeHEMkA0nk/4ZTrttNPc1WkvvPBCMBKsmpm6YaI7OY1Ees0119hHH33kbpoY7733nh166KFZ52aHHXawp59+2i1a8fSUpKelzEplPU1pDpJqrFT+5z//mfVvV/9mjzvuOJs3b55bFCiL2AWImm6GQ4PrQldoE1JtpxYr7nhA4bLnnnsGFbFJmQtBdUPnnntu1jDr6nx24403Bp3RqpmemvT0lPn3u/3229tTTz3lFq1I//d//2f7779/1v7vvffeNm3aNLcoUFaxChDdYaqiVF8oVZSrlZAPVThefPHFQQC5QaJl5513Dvo3vPnmm+6mVU+ve/72t7/Vet1z5plnBsNfxIkCQ8GR+Xer2RAr9bXcokWL7De/+U1Wx8nNN9/c7rzzTrcoUC9iFSCqRAy/WKrHiIJ66Y4cOdJ22223WkGipWvXrnbBBRdEMkRHQ9MrPfc4f/azn8UyKEN6daVXWO7QHnr6qpSGARq65eqrr7ZNNtkkvY8//OEPg393NElHQ4pNgOguLPxyqddtOWguaI3BpF7ObpBoUasXXXjUlLKaqI5n4MCBWceiJzlN7FQuGoZEgTVmzJjgaU9Dkhx//PF25JFHBq9n9F/9v36u9Sqn8r6DMOajynRVqmc2TdZTmJ7GGrJp8mOPPWbbbLNN1t/NL3/5S+YlR0WIRYCoojccQkNjIdXHqxY1m1STVl3sMl8phIv2Q/NYaLjxhrwArc1XX30VXJw1/3i43+p0d+WVV0begmfGjBl27bXXBhXy6g3tnq9iFm2vz9Hn6XOjpOa9auab+fv0VKbmwPXp7bffDpqXZ+6HXp0+99xzblGgwVR9gOjxPmznrwt5Q8wPoSlANT2rXvdkDo8dLrqTPeWUU4KWS5XS2ucf//iHbbHFFul91LAfv/71ryMd9kNjVA0bNiyrPiXXolF11ZpITz0K5HDR/+vnmaPu5lr0+fo9+n1Refjhh9P1aeGijonlHp5FE2idc845Wf+ONt10U/vrX//KMOuoOFUfIBqGOvyi6W66oenpR8NIaA5vvad2L3Z6164LtV5NRH2XX4jXXnstaJ6cuU89evSwV1991S3qRa3eNNZSXQ0Q9DpGYao6Kt1NFxpYKqfy2k7bu691wkW/V7+/0NZ3a6O/nyuuuCJ4Kgs/X09rGipFT29RUjgoJBQW4e9SiChMli5d6hYHKkJVB8ikSZPSw4brolhpzUs1mJ2GFtf7/MzXROGiC5Mq/tXRMeoLkktPSSeccELWMOt6Arn77rvdol5U4ayLbdj7P/MiqNdNqqOaO3euu1lJ9Hn6XH2+++Sn/dD+RFERrvBS6GeeOw3aqHHVoqBg1OupzP3/+c9/bu+8845bFKgoVRsguiCGr0b0TrzSO/spIO6///7gNUjmkOfhop7ERx11VPBqKcqWNXrFp46Vma+BFGZ6WositHTnrAruzFZMWrp16xbUEanpaX3Q79Hv0+/N3A/tl/Yvitc/ekpzG1DoxsX31ZkqwlUhnvl5erLSGG5ANajKAFGldJ8+fdJfugceeMAtUtG++eYbe/TRR4NWRpnjSoWL+rCoP8Ltt99e0usL/Q63Y6TGBItq+lddUN2B+9ThUvUHDUm/X/uRuV/az6he0+mpMnOaXj2ZqLWYbmoKoRsENcHNfMWpJrpqqlvoHPFAJajKABk9enT6i3fyySe7q6uKLhgaZ0rzhLuvf7SoT4LCUoM9Fno3r34bmWOBadl1111typQpblEvelV4/vnnZ7U+052zXilWEu1PZl2J9lf7HcWrTk2dqyl0Ffbh5+spT097awsBvXLLHIdN+6TOgYX+3QKVpOoCRHeR4fAa6kUcxWuYSqHXLHofrl7f6mHshkk42ONNN92Uc7wjVeAPHTo0qz5AoaTwieIVjqj5cubsf3r1poH71nbRbEjaL+1f5mCD2n8dRxT0NDdgwICsv6cuXboET3+ZXn755WC4kcxyammmYUmAalVVAaJKaX059eXTnV/c5zhQ34MRI0asdbBHvfZ4//33g1Bxe1OrhVqU8508//zzWa2E9JqoWjq0aT8zX2vpOHQ8UdHTXffu3bP+jnr37h00K9cAh5nDrHfs2DEYCBGodlUVIPoihl9CDeqXJHry0usXt04j13LIIYcEnSujpHklwnf2uhiqeWmlPnXURfur/Q4v5jqeKOfL0FPeuHHjcs47o2WjjTYKhl5XHRgQB1UTIKq4DL+IGkk1yTRIpFpR7bjjjlkXKDUtfeKJJ9ziJVP/hLC+Q09+UV50G4L2P6y70HHp+KKkpz49/WU+dai5dlSvzYBKURUBoiHUw85cqhuo9kmAoqSxmsKLlDoJRk0X1/Dz1Vw6qor4hqbjyBxSJeoQkXBIFL2CBOKo4gNErx3CpqK6W2QsoGz/+7//m74IRl0hqzv18MlDc57Hrc5Jx6PjCv9tRf1kpSbT+mx1EgTiqOIDRKPbhhdItZ1HtnIFiCqYwzoP3anHLTxCOq7wSUTHG2XFOgGCuKvoAFH/iHD4CPUAjqL9ftyUI0D0rj5sbaW6gri8tqqLji+sE9FxR1VXQYAg7io2QDTvQ/h6QXeIc+bMcYvAog8QhXTYz0OVwFG/1qlUOs6w0lvHH8XNCgGCuKvIANFQJRpMLrww0ma+blEHiJoKh5+nJq9JouMNj13noVQECOKuIgPkmmuuSX+RNcQH6hZlgKivSVhprk531dbPo1Q63rCzoc5DqWNnESCIu4oLEI1susEGGwRfvO222y4Ycwh1iypA1AkubO2mYT/Uuz2JdNzhsCc6H6UMAUOAIO4qKkA0Smk4+J1axPznP/9xi8ARVYDccsst6c+5/PLL3dWJouMPz4XOiy8CBHFXUQEyZMiQ9BdXczsgvygCRJMuheNode3atUFmSqwkOn6dB50PnRffSakIEMRdxQSIJlIKL4SaYQ6FiSJANHNf+Bn6PGSfV50fHwQI4q4iAkTvncMZ8zRXwuLFi90iqEOpAaLh8MN5SPbaay93daLpfOi86Pz4TBtAgCDuGjxAVq1alf6iquXLs88+6xbBWpQaIHpVGG7/yCOPuKsTTecjPDc+r1QJEMRdgwfIH/7wh/SXNIq290lTaoDssMMOwbaaS1z9b7CGzkc4x7rOU7EIEMRdgwbI008/nR6qZJ999gmeRlCcUgJETaZLucNOgswnNJ2vYhAgiLsGCxDNAd2uXbvgC7bJJptUzcx2laaUABk2bFiwnabA1dAxqE3nJZwiWOerGAQI4q7BAuTggw9OX/juvfdedzUK5Bsgej0TjjVGq7e10/nRedL5KuY1HwGCuGuQALnuuuvSF70TTjjBXY0i+AaIOmmG2915553uamTQ+QnPVTGdWwkQxF29B8j06dPTQ5WosxZDlZTGN0Cuvfba9HZz5851VyODzk94rnTeCkWAIO7qNUA0VEnYw1dDlRRzwUNuvgHSv3//YBsNHYP8wiF2dN4KRYAg7uo1QPS6KrzY6TUWSucbIOHQJaeccoq7CjnoPOl86bwVigBB3NVbgKiiPLzQqQId0fAJkAULFqS3GTNmjLsaOeg8hedM568QBAjirl4CRE101VRXXyY13VUTXkTDJ0AmT56c3ua5555zVyMHnafwnOn8FYIAQdyVPUDUOXDvvfcOvkjqNKjOg4iOT4CMGzcuvc28efPc1chB5yk8Zzp/hSBAEHdlD5DMKVI1bAmi5RMg5513XlC+WbNm7iqshc6XzpvOXyEIEMRdWQPkmWeeSU+RqgETGaokej4Bcvrppwflt9hiC3cV1kLnS+dN568QBAjirmwBoiHZNTS7vkAaqj2pU6SWm0+AHHvssUH57bff3l2FtdD50nnT+SsEAYK4K1uA7LfffukLmyaLQnn4BMjhhx+efipE4cJpB3T+CkGAIO7KEiDnnntu+qI2cOBAdzUi5BMgffr0Ccr36tXLXYW10PnSedP5KwQBgrgrS4CMGjUqfVGjz0d5+QQITyB+eAIBspUlQOToo49OX9huvPFGdzUi4hMg1IH4oQ4EyFa2AFm2bJl16dIl+AJp3KsZM2a4RRABnwAJW2F16NDBXYW10PnSeaMVFpBStgCR1157LT3yru7evvrqK7cISuQTIPQD8UM/ECBbWQNERo8enb7AnXzyye5qlMgnQMaOHZve5tNPP3VXIwedp/Cc6fwVggBB3JU9QDSDW9++fdNfvgceeMAtghL4BMjzzz+f3kZ/Rn4+54wAQdyVPUBEo5e2bds2+DK1aNHCPvroI7cIPPkEyPz584u+m066zKc2nb9CECCIu3oJEJk0aVIwmKK+UD169LDVq1e7ReDBJ0BEQa5tCq0QTrqw4YHOW6EIEMRdvQWI/Pa3v01f7C666CJ3NTz4Boj652gbmvIWJmzCW0y/JgIEcVevAbJy5Urbfffdgy+VBlksdF4F1M03QK666qpgm3XWWafgCZKSSudH50nnS+etUAQI4q5eA0Rmz55tzZs3D75Y7du3t88//9wtgiL4Bsirr76a3k6zRaJumbNp6rwVigBB3NV7gMidd96Z/kL+4he/cFejCL4B8t1336XnRR8wYIC7Ghl0fnSedL503gpFgCDuGiRA5Fe/+lX6wnfzzTe7q1Eg3wAR9cvRdk2aNLEvv/zSXY0aOi86PzpPxfZjIkAQdw0WIPpibr311sEXbMMNN7RZs2a5RVCAUgJkypQp6W1vu+02dzVq6LyE50jnqxgECOKuwQJEXnnlFWvcuHHwJdthhx3s66+/dosgj1ICRJ08t9xyy2Bbzd+C2sJ5bXSedL6KQYAg7ho0QOTPf/5z+gJ46qmnuquRRykBIpdcckl6+5dfftldnWg6H+G50XkqFgGCuGvwANFdXe/evW2zmi/aYTXLuw8+6BbBWpQaIJp6uGnTpsH2hx12mLs60XQ+dF50fnSeikWAIO4aPEBk8fz5NrxNGxtf82Wb3bKl2ccfu0VQh1IDRM4+++xge40U8Oabb7qrE0nnIRw5QefHBwGCuKuIAJGFNRfCJTVf2JpvnFnPnmpn6hZBDlEEiMYmC+uiNPAlLD0AqM6L79htBAjirmICJDB8eCpAtHi8c06iKAJEhtec+/BzHnnkEXd1ouj4w3Oh8+KLAEHcVVaAfPut2W67pQKkUSOzF15wS8ARVYB88cUX6RGTO3fubN98841bJBF03Dp+nQedD50XXwQI4q6yAkTefVdTv6VCZIstzJYscUsgQ1QBIrfffnv6s8455xx3dSLouMNzoPNRCgIEcVd5ASL64ipAtBxxhLsWGaIMELWIO+CAA4LP0uCBjz32mFsk1nS84aCJOg/F9vtwESCIu8oMEBk0aE2IjBnjrsX/F2WAyCeffGKtW7cOPq9NmzaJmfJWx6nj1XHr+HUeSkWAIO4qN0A0NlPnzqkAadLE7I033BKw6ANEHn744fSd+N57721fffWVWyRWdHw6zvDJS8cfBQIEcVe5ASLTppk1bpwKkW7dzBjqpJZyBIiEfUO0aMTkYkahrSY6Lh1feKy+fT5yIUAQd5UdIHLFFWteZTH9ai3lChBdWPv375/+7DPOOMMtEgs6rvAYdbxRBiUBgrir/ABRRebPfpYKkHXW0fsVt0SilStARK929txzz/Tna17wUiuWK4WOI5znXIuOM+pXdQQI4q7yA0RUkbvZZqkQadVKNb1uiUTS3fIVNU9o4UVw6tSpbpGSLVy40Lbbbrv079A8LqtXr3aLVRXtf+Z8NDo+HWfUflZz46PP17QFQBxVR4CImpTqCUQhsv/+iR3qZNWqVfbkk0/ab37zm3SroXBp2bJlMH9F1E8JixYtst122y39e37+85/bkirtn6P91v6Hx6Lj0vFFSS24Bg8enP4dG2+8sVsEiIXqCRAZNmxNfcgf/+iujS31jp44caINGTIkCInM0NAStpgKlz322MP+/e9/ux9TEvXI3nfffdO/Q721o35lVm7a37CXuRYdTyk9zV2az+bSSy9Nj26sZb311rOzzjrLLQrEQnUFiIY66d49FSAa6uTFF90SsaH38Q888EBwJ9usWbNaoaGL1C9/+Uu7++67bfny5favf/0r6+KoUNFrmij6M4S0T8cee2z6d2gmyVtuucUtVpG0n9rfcN91HFHWedx3333pybm0aCTf448/PjH9aJBM1RUg8s47ZhttlAqRmi9snIY6WbZsWRAICoZwHu7MpXnz5kGgKCxyXfy+rQnYUaNGZQWOguaPNU9rUc72qDnsw9F7tfTs2dPefvttt1hF0H5p/8J91X5r/6Myffr09KyF4bLPPvvYNDVBB2Ku+gJExo9f8yqr5mJbzfROXvUWhxxyiP3whz+sFRqtWrUKXl3pFZYCohDz5s0L7n4zX23p7lh3yVHRbH3hnPZaNthgA7vwwgtt6dKlbtEGof3Q/mi/wn3U/kY166Iq3U866aTgFVX4+ZtvvrndddddblEgtqozQOSYY9aESMTv+8tNF5+xY8faQQcdZOuvv36t0NAosCeffLI99dRTQaW5L90Fhz2sw0V3y1HVXeip5rzzzss6hhYtWgT1AFHWLRRDv1e/X/sR7pP2T/sZxVPYypUrbfTo0bbJJpukP1+vxhRWK1ascIsDsVa9AaIL1K67mnXoYDZ/vru24qycO9devOEGO6pXr6y71nBp3769DR061J5//vnIW1Hdeeedwd1x+Lv0+9WKK6rWRzNnzqz1GkcXcB1PVGGVj36Pfl9mcGjRfmn/oqCnwG222Sbr84866iibM2eOWxRIhOoNkGqgC0vN3ar16GGLai4219cse2dcfDp16mS/+93vIm8xlYsq2i+44IKs12S6i7766quDu+ooPP3001kttcKle/fuduWVV9qMGTPcTUqiz9Pn6vPd36n90P5EQfUoffr0yfr8XXbZJQh7IMkIkKi9957ZZZetmRgrY3mwZjm75g72f/7nf+z11193t6wXulvWXXPmxVB31VEO3a5Xbxpfqq7Xc2oIcM011wS/s9DpYlVO5bWdtg8nv8pc9Pv0e/X7o6D6qWHDhmUdx6abbhq8foxyyBOgWhEgUZg1y+zii8123LFWaATLTjsFU/R+/eab7pYNRnfPGmIj8wKsecCjbE21YMGCoL5gp5rjdy/2mctGG20UVPJ37NjR9t9///Si/9fPtd7dJnPR5+v36PdFQT3Vx4wZkx7WXotab2l620ppJABUgngGyMSJVnObatapk1nTpqnh4PVn/UzrovDqq2bnn2/WpUvtwNCyxx5ml19uNnu2u2XF0F30X//61+CuOrxQ6m5bd91R9zSfO3duMMOf+qZsscUWtUKgmEXb63P0efrcKD377LO1Aq9fv372jpqPA8gSrwBRZfp++9W+mLuLhkLxGftIHRdHjEj1P3E/U8Os7Luv2dVXm334obtlRdNdtaZydV/V6C68XONeqbWUWompCfPFNU9vp512WtD0WK/X9PSh/+r/9XOtVzmVL1frrg8++MCOPPLI9PFr6dq1azBYJYDc4hMgalHUsWPqYt6ypdnIkaplVe2xmZpX6jXTqFGpwRhVRpNVffaZ+ynZ9J77uefMzjzTbPPNa4eGesMfcIDZTTep84W7ddXRXXbmOFFadDf+nM5BTKlxgeqkMhsXqCXXtddeG1njAiCu4hMg/fqlLuqqh1jbaw0NLaE6CZXt399dm6K73Jo7X2vTpnZoaIKrPn3Mbr01FVox9Pjjjwd335lBot7xukuPkzvuuMN+/OMfp49RzZvV/yaq5s1A3MUjQF56KXVxb9ZM7yLctbWpea3KaptcQ07oiSIzNGruToOwuf12ve9xS8eS7r7V4imzw5zu0nW3rrv2avZSzb+XvfbaKysg9drsP//5j1sUwFrEI0A0U6Eu9MOHu2vqproMbaPXU67330/VZwwYYPaPf6RegyWU7sZ1V57Z+VF37eqcWG1U4a5BFDOHeFFLr/vvv98tCqAA8QgQzZeuMJgyxV1Tt8mTU9swW1xB1NNbd+mZd+0aJiWqsaXKScPhX3bZZVnNgfXnkSNHBusA+IlHgLRokQqDfJXimVRW26hSHQX75z//Gdy1hxdi3c0fd9xxwQCOlUhD4qvHf+b+6ikk6ua/QBLFI0DUGkphUMzAg2pho220LYqiu3bdvWfe0WsIeQ0lXyl39BrmpFevXllPTJr3XPUfAKIRjwDhCaRB6C5eHfoy6xR0t6/5ShrK4sWL7ZRTTsmqs2nXrl3Q4irqQSqBpItHgIR1IKrXKBR1IJHRYJC6u8+82z/ggAMiHzxxbTTsvfpuZI7Gq7lAzj///GCiLgDRi0eAhK2wzjnHXVM3tdjSNrlaYaFourvX0CK62w8v4I0aNbJTTz01eCooJ/UWd/utHHHEEfa+WtMBKJt4BMjUqakwiKofCLzpbl93/ZkzAeqp4Lrrritpcqxc3n333WCcqszg6FbzNKrxrACUXzwCRPr2TQVCIT3R9dpKZevqiY6S6e7/8MMPz7q4b7vttjZp0iS3aNE0dteIESOy5mXXyLm33HJL2cbuAlBbfAJEQ3lrdkIFQzgWlmai0zhY4VhYGh235kITlNFYWGV+tQKzZ555JngqyAySgw8+OHh6KJZGD9ZcHJtttln6szQA5Nlnnx356MEA8otPgIj6IvTokQqItS0ajTeiuSOQn54Kbr755lrza+gpotDRdSdPnhzMApgZRJol8K233nKLAqgn8QqQ0KOPmg0cmBqdV3OBaNGfBw0ymzDBLY16oqeEs846K2vYeD1NjBs3rs4Z/jSD4tFHH50VHF26dAnmJwfQsOIZIKhoemro3bt3VihoXnM9ZYRWrFhhF154oW244YbpMhtvvLFdddVVDLMOVAgCBA1mQs3ToJ4mMoNkwIABdv3111v79u3TP1OnwBNPPNEW+kwCBqBsCBA0KD1N6KlCTxeZQRIuPXv2tOnTp7ubAagABAgqgp4u9JQRDovSsmVLu/fee91iACoIAYKK8tBDD9nw4cMZfgSoAgQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC//D4Zj1gpN8a7PAAAAAElFTkSuQmCC)
| Product Number | 2H21-1-Z8 |
| Synonyms | (2E)-3-(2,3-Dihydrobenzo[b]furan-5-yl)prop-2-enoic acid; (2E)-3-(2,3-Dihydro-1-benzofuran-5-yl)prop-2-enoic acid |
| CAS | 203505-84-4 |
| MDL Number | MFCD03002828 |
| Molecular Formula | C11H10O3 |
| Molecular Weight | 190.198 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2H21-1-Z8
CAS: 203505-84-4
Molecule Weight: 190.198
Formula: C11H10O3
![5-Ethenyl-2,3-dihydrobenzo[b]furan](data:image/png;base64,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)
PN: 2H10-1-91
CAS: 633335-97-4
Molecule Weight: 146.189
Formula: C10H10O
![3-(2,3-Dihydrobenzo[b]furan-5-yl)-1-(4-pyridyl)prop-2-en-1-one](data:image/png;base64,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)
PN: 4H17-1-0V
CAS: 650617-57-5
Molecule Weight: 251.285
Formula: C16H13NO2
Melting Point: 170-173 ℃
TSCA: Not listed on TSCA inventory