![[(2E)-Dodec-2-en-1-yl]succinic anhydride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAAsiAAALIgEJ4U+iAAACd3pUWHRtb2xTb3VyY2UAAHictZVdb5swFIb/yhHXi+GYD+MqSVWtmjSp1aS1k3Y3ucRtkQJUQPPx7/ca1i7QDK6mkGBev4+xzzl2lpeHYks7Wzd5Va48FoFHtsyqTV4+rbwf918WqXe5XmYwwVg2K++5bV8ufH+/34vs2RbmUJUiqwqv7784NPnAsw9FVT/5MgjY/3l7c9cxi7xsWlNmFlSTXzSdeFNlpu1m8Y9X+IWpd3np93a/qHf9aL9k4K5AHJqN93ctn9F3BZQe862lx6ouTEs7GQhcwSd6sqWtTWs39HCEHIoIa18vb6+r7LWwZYumGyHPzPaurV8zCEW1tdkrBkPj6/XKKxiAaaviqq7NkVzLyYbJSDIhmYhMTCYho8ikZDQZDvBFP8PAcDAsDA/DxHAxbKyRg611k7g/vlishKY+3/DBL0IpV14qVJBGxFhiJJmYRajilFhC1zExFhmFkjiGnkBPhOIAego9gq6hK00IkWLMS0rosSSEJ1Qp9Ai6TEgmgllHJJXgSENPRZI6fwKf7nypChPHKanZoyPmtsDgGp0LmKW7/79n5V6OZ81p4O4qVrgjGjJGlBcIjw4xXafoRLq8++95XC8fqnJz0qR8s/IesAhn+W4fG/knxx5V9cbW2DZuAGc9BeQQcBUxDYRDwNXPNBANAVdt00A8BFxtTgPJEHCVPA2oIeDqfhpIh4DbJdOAHgLdnpomXP8gdd0efGfkWWac7m7PzrxnlPF+j88wo6T3Z8IMM8p7f4bMMKPU92fOTAySM8xM/nlUAP2ZNsOkZ2Iwx4zK4O3c/Lge/2Q3+28nOJofTnf/5Oj38Ye3/g0FsgjOEd34SgAAGpNJREFUeF7t3Qu4ZWP9wHFdMIkIkcYtzZDo8keFchulG0V6ykSPSjWlpigqSgplKCWGVAqjpAspaRSSQhqXNKKIopQQNZP77f3Pb53nTHvW7NOc8zv77LP2OZ/P88zD7L1nzjkzZ97vXut917uWKgCQsFT9AQAYDAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBATGqIsvvrg88sgj9YehYwQExqD777+/PPOZzyzPfe5zywUXXFB/GjpCQGCMuu+++8onP/nJstxyy5Vddtml3HTTTfWXwLD0dEBuu+22stVWW5X3v//95cEHH6w/3XjxOb/vfe8rW2+9dbn99tvrT/eE0047ray//vrliiuuqD/VE6677rqy0UYblZkzZ9af6gl33313ec1rXlPe8pa3lHvvvbf+dOUvf/lLmTp1all22WXLAQccUP7zn//UXzJq4hTbJz7xifLCF76w3HzzzfWnabieDEgMvDNmzChPecpTyote9KLqUH3y5Mnl7LPPrr+0sX7wgx+USZMmlfXWW6/6xxNfy5FHHtkzIbz22mvLy1/+8rLiiiuW7bbbrhqc3v72t5d//OMf9Zc2Ugy806dPrz7vbbbZpqyyyirlJS95Sbn88svrL22kGHiPP/746vN+wQteUJ797GeXNddcs3zjG9+ov3ShX/7yl2XTTTcta6yxRjn55JPLY489Vn9JV/3sZz8rz3ve88rEiROrP/sJEyaUgw46qNxzzz31l9JQPReQs846qzzrWc+q3vWec8451WMx6MbgG4PwDjvsUL2rbKoYeF/2spdVA+/nPve58tBDD1WPR/wigvHjhz/8Ye1XNUfrwLvXXnstPHL6/e9/X17xildUfwdHHHFEY0PYOvC+9KUvLVdeeWX1+L/+9a+yzz77VF/X2972tkaHMAbemNtYe+21qyPAEF/XCSecUFZdddWy5ZZbDhjCRx99tHzta18rq6++evXm69JLL62/ZMT96U9/Kq9//evLk570pHLwwQcvPHL6+c9/Xp7//OcvMYRN9fe//7368x1PeiYgv/vd78r2229fDbxHHXXUwoG3VQxm8S44BoE4rRWDXVPcdddd1emq+Nze8Y53lDvuuKP+kupr+uxnP1t9jfHuvkkhjAHquOOOqwbeOG3YP/DWRQgj7nF0FUdZTRKTyRtvvHE18H7rW9+qP11pDWEc5TYphDGHEQNvzGnEwBtzHHWtIXzrW99aneZtZ968eeXDH/5w9bo99tij3HrrrfWXdFycOvvYxz5Wfczddtut3HLLLfWXVN9nX/7ylxeGcM6cOfWXNE68KXznO99ZnvCEJ5QpU6aM+pFdNzU+IDHwvve9762+6eIvqd3AWxeDW7y7jMEu3m2O5lLGhx9+uDq/vvLKK1dzHVdddVX9JYuJEMa7+/ia493+aIfw/PPPrwbeddZZp5x++un1pxfTGsI42op/YKMpBt6YRI6BNyaV2w28dT/60Y8WhjCOekdTDLwHHnhg9f0QcxntBt66P/zhD+WVr3xlWWGFFcrhhx8+YAj/+Mc/lte+9rXlyU9+cjn00EOr1VudFgPqKaecUp7xjGeUTTbZpPziF7+ov2QxEcJ99913iSEcTT/96U/Lq1/96vLEJz6xvPGNb6zOHMTR04c+9KH6S8esxgYkBt5jjz124cD7m9/8pv6SJYrD+3i3OVpLGWPgjQnawQ68dRHCeLcfIYx3/90O4Y033lh23nnnauD91Kc+NaiBt1WEMI62YhCIo694M9BN8+fPryaN+wfemEweighhnGbsD2EcBXdTDLwxVxFzFjF3EXMYQxWneSOEcdr3f4UwBsPnPOc5Zd111y3f+c536k+n/epXvyovfvGLy2qrrVZOPPHEIZ/iiRC+6lWvWmIIuyU+/te//vVqTInviw9+8IOLBP2aa64pT33qU6vvm/GgkQE577zzFg683/72t+tPD8loLGWMgfd1r3td9a4uM/DWxemWCGEcBXQjhDHwfvSjH60G3je/+c1DHnjr4qirNYTx5mAk1QfeuKBuOOKot9shjIE35ihiriLmLIY68LaKEMZp35VWWqk6DTxQCOPv5ZhjjqnetMXCgquvvrr+kkH729/+Vq0Miz+z/fbbrzplNhw//vGPywYbbFCF8Pvf/3796RF35513VkdoT3/606vIfuELX6j+nbQTR1gx3vTiPM5QNSogrQPvIYcc0tHD6W4sZYxvqI985CPVx9h9993LX//61/pL0roRwhh4TzrppOofyWabbTbsgbcujsLiTUGEMI7ORkJMCndq4K2LEMbRcAywcVpyJEIYcxH9A+/+++8/7IG3VYQwTgPH7x2nhQcKYTy+9957LzxtHIPnYD3wwAPlsMMOK8svv3zZcccdyw033FB/SVqE8POf//zCEMa7/ZEWc2LTpk2rJvw333zz8t3vfndQZwLOPPPMalXZT37yk/pTY0ojAjKSA2/dSCxlrA+8l1xySf0lHRMhjKOC/hAO9C5oqOJzjuXE8TXEIXon/lzaiRDGUVmEME6PxZuGToiBNyaD488lJoc7OfDWxVFxhDCOkjsVwnizFO9w483TTjvtVM1NjJQ4HRxHGBHCOE08UAhjgI6BOk7JDGYeLgbXWFK/4YYbjujAGUF717veVf1dR+gGCuFwxN9rXF8T8xtveMMbqiPCoYpVcXHqrVevkRqMUQ1IDFIxWMWgFYNXt5YUdnIpYwy8EY34GiIiIzXw1sXRQXzcCOFwPm7EOqId/xgj4p0K0pK0ftw4XZb9uDHwxtFqDLwxGTySA2+r1o8bR83DCWEMvHFaJAbemIvolghhfNyY+4jTxgP57W9/W39oEXGqa9ttt61C88UvfnHAIHVafNz+EMapt+F+3JjfiDeVsZQ4Bv6YxP/zn/9cf9mQxGq5mP8ZzvdHk41aQDo1AA7HcJYydmoAHI4IYQQ4QjjUAHdyAByO4QQ4JnsHMwCOpOEEuNMDYMZwAhxHAnF6J77297znPeWf//xn/SVd0fp9kAlwfN6f/vSnq7Eo5hpjvqiTR7BxGjDmbpp8bVHWoAOy1FKLv7TdY/2++c1vVof4cR4wznm3Tob/+te/HtWBt24oSxlbT8GM5sDbqh7CJZ0CbD0FM1oDb6v6keiSTgEO9hRMNw3lFGD9FMxoDbyt4ntmsKcAYy4iJpFjLiKue5g7d279JV2XOQUYK7wifDG/EWciIkQj8b0UcyYxVsQS5iaMd500cAFq2sWi3WMhzn+utdZa1buBmKyOc6mxTrrVSJy3HK4lLWXsnwTu5LnvTmoNYbtFCDHw9k8CN2XgbbWkubAYeAczCTxaljQX1joJHANvNyaBhyqOYiOEcVQbIawvQpg9e3a1bUpswRMTxU0zmLmwuJI/IhPzG3FhZv3vaSTEG8/YriUuEB7tpcid1L4AbbSLRbvHQgxSTbsKebDaLWXsxuqbToqjiv4QxtFG6zLUJg68dfVl0BGWwSxDbYr6MugIYesy1CYOvK3aLYO+/vrrq4vmYm7gM5/5TOMHwfpqvFgdNmvWrGrfsFgh9oEPfKDaUqWbYiFCvPmM74n/dYTaS9oXoI2IRbsf7cRAO5hVG03Wv5Qx3qXEj26t/++U/gsx42KnZZZZZlQuhBuu/gsx4/OPd7yjsf5/OPovxFx66aWrU569MPC26r8QMz7/+Dew5557Vvs99Yr+ED7taU+rthmJsyJxgd+///3v+ku7JlZRxucRFyCOBe0L0Ea7WLR7LIyFgPSLw93Y5K1XxSF9vAPrVRHCWNkT7yB7VeyI0MnrIbotlqH20k7XdfH5P+5xjxv2Bb2dEm/kYsVabPfT69oXoI12sWh9LP6//xRJXHXc5B1lgfEjtoeP8alJ9xuJ69HiqPTUU0+tP9VTFq/CAJYUkBBljaOPc889t5psjnPx/ZPob3rTmxZ5LUC3xPxZNybLhyJOyY7q1eqzZpWy/vqlLL10338TMVu8CgOox6LdY49//OOrlRshyhoXRsVRSWw81m5VE0A3xFxaXLDZNLF1fUzqD3T/lo6J1WhxUWT/5H1Ea801Y6IxJrviXgd9Px9izBavwjDEuca4jwJAk8SN5o4++uj6w40Qe9zF1eqDuXalnTvi1FxstXLGGaUce2wpBxxQyp57lrLttn1HFgsCVeLNfhxp9N9aYeut4xBokd+nxOrAeHwIOhaQOBqJC3LiZjYATRL3FInNKZsqLiyNlYatV6vHarG4qVysRozVZHGhZFz4GEvc41qduBVwjLtbRRxWWKGUDTYoZbvt4ost5cADS5k5sy8Kl10Wy79aPlqJlU6xrnjRx+Ln8fgQdCwgAE0Vd0KM6y+aKq5Wj80b4wxOXCsU10D1XyoRy37jniqxC3csUoptVyIosUI0rqa/J3N1+0ABWWWVRR9bAgEBxry4M2ls+Nhkcd1N3PwrNnOMizfrOzF0VJyqqt9gLE5pjdYpLICmip0xJk+eXH+4cfqvVu947GLyPCbR+/ddmz27lLXXjgvd4p7JpVx4Yd/P4/EhEBBgzIsFPnHdRS+YMWNGdQprsNudRHTmxy4TsRPxySfHrHwp06aVstNOpWy6aSlrrNE3iR4/WvckPOmkUiKqMbke/41fO0QCAox5sQVLzCc0fYeMmDiPrVfidrixkWXcjyROZ8VlELGKLDaIjM0i4wgl5kpi4VJ8XV+JOKyzTilbbFHKrruWMn16KYcfXsopp/QdXcROCPfcU/9wwyYgwJgXg3Hs6dXEHZBbxW69cfQROzr3T6LHRZCxOWrsZxeryQ466KDypS99qTotF9ePxP3nR4uAAONCrGYatau+ByFWVMXGoXFdyIULjhriupB77723/rJGERBgXNh8880X7pTRRLFdfux43EsEBBgXdt111+pivCaK+8XEvVZ6abv8ICDAuDB9+vTy7ne/u/7wqIs7VcZdHg+PSe8eIyDAuBDLY+NWtk0TtzmObUx68Z43AgKMC7FD+CabbFJ/eFTdeccd1SqrXrvbZj8BAcaF2Dsqlsc2yQ3TppVDp0ypP9wzBAQYF66//vrqnkUx59AIV19dyjLLlDJ3bv2ZniEgwLgQd0eNC/NuueWW+lOjI/a72nvv+qM9RUCAcWPFFVcsl156af3h7ou7I8aW6v2bG/YoAQHGjdgS5Hvf+1794e66//5S1l23lGOOqT/TcwQEGDemTJlSLZsdVYcdFiUr5eGH68/0HAEBxoUbbrihLL/88tX90UfNrbf23aO8wXtyDYWAAGPenDlzqm3S4zqQUb217R579N2nY4wQEGBMmz17dnXkccghh5TjjjuubLPNNvWXdMd115Wy7LJ99+YYIwQEGLNmzZpVJkyYUL761a9WPz/hhBOqpbwbb7xxmTp1arU/1lVXXVUe7sZ8RGxVcvnl9Ud7moAAY9IRRxxR3cY2brzUKu6zMXPmzLLyyiuXVVddtbqrX/zYYostyj777FNOP/30cuONNy7ya2hPQIAxJe4lHiGIQFxyySX1p8vcuXPLxIkTq1vDxpFH/IijkDi9FXf8i6OTOEqZtODX37zjjn33GD/nnLj5eP23GtiCI5+y/vp99xuP/556av0VY4KAAGPGgw8+WHbbbbfq7oPXXntt/ely0UUXVZsX7r///lVoBjJv3rxyxfnnl8dmzChl551LWWONBaPlguFy0qRSpk4t5eijS7nssr5rOupihdWaa5ay4NeX+fNLueCCvp+PkZVXrQQEGBPmLxist99++7LRRhuVW2O5bE1cQBintNLXgcTveeaZZUF9+rYhWWGFviOM2OH3wAP/+7qtty6lvrtu/Lp4fIwREKDnPXbbbeXg//u/stVWW5W725xqitNTMc9x2mmn1Z8antgI8cQTSznqqP8+FluU1D+H+Hk8PsYICNDbYlnseuuVebvsUh5qc0rp4x//eHW72PPjlFI3DBSQVVZZ9LExQECA3jVnTimrrVbKtGmlPPLIIk89suDne+21V1l99dXLlVdeuchzIypOVZ111qKPxSktp7AAGuLcc/u2BYlVUjUP3HdfdfvaSZMmlZtuuqn+9MiaPbuUtdeOO1jFHvKlXHhh38/j8TFGQIDeE8tiJ0wo5StfqT9Tyl13lSu23LLsstlm5fbbb68/2x0nnVTK5Ml9k+zx35NPrr9iTBAQoLcceWQpyy23+GmiEDeL2nDDUnbYoTwc7/4ZUQIC9Ia4bmPfffsmqS++uP5sKddcU8rEiaXsvnspTblt7RgnIEBvOPvsUtZaq5Q2FwiWiy4qZaWVStlvv77Q0BUCAvSOdkcWZ5zRd0qr9VoMukJAgN51/PF9k+mdvkCQQREQoHkGsxnhwQf3bSdy3nn1Z+gSAQGaZTCbET76aCmxU243LxBkMQICNMs42oyw1wkI0CwD7SU1Bjcj7HUCAjTLQAEZg5sR9joBAZplHG1G2OsEBGiWcbQZYa8TEKB5xslmhL1OQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgJT/B7LyymnJ4iDbAAAAAElFTkSuQmCC)
| Product Number | 2H26-1-12 |
| Synonyms | 3-[(2E)-Dodec-2-en-1-yl]dihydrofuran-2,5-dione |
| CAS | 19780-11-1 |
| MDL Number | MFCD00005528 |
| Molecular Formula | C16H26O3 |
| Molecular Weight | 266.381 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H26-1-12
CAS: 19780-11-1
Molecule Weight: 266.381
Formula: C16H26O3
PN: 2H26-1-0L
CAS: 7538-42-3
Molecule Weight: 154.165
Formula: C8H10O3
PN: 2426-1-00
CAS: 935-79-5
Molecule Weight: 152.149
Formula: C8H8O3
![4-Oxatricyclo[5.2.2.0~2,6~]undec-8-ene-3,5-dione](data:image/png;base64,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)
PN: 2H26-1-21
CAS: 6708-37-8
Molecule Weight: 178.187
Formula: C10H10O3
![(2-exo,3-exo)-Bicyclo[2.2.1]hept-5-ene-2,3-dicarboxylic acid anhydride](data:image/png;base64,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)
PN: 2426-1-X0
CAS: 2746-19-2
Molecule Weight: 164.16
Formula: C9H8O3
PN: 2426-1-03
CAS: 3425-89-6
Molecule Weight: 166.176
Formula: C9H10O3
PN: 2423-1-Z0
CAS: 88335-93-7
Molecule Weight: 184.191
Formula: C9H12O4
Melting Point: 41-43 ℃
Boiling Point: 180-182 ℃
TSCA: Listed on TSCA inventory
