![Bicyclo[2.2.2]oct-7-ene-2,3,5,6-tetracarboxylic acid dianhydride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABuGAAAbhgE6/1oJAAACcHpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrjbGNAROFVFWrlVZqVWnbSnu3csBJkQJUQE5vv2NI2gBZSEA2M//nw4wPi7tjtoW9Kau0yCPCKSNg8rhI0nwTkfe3nzNF7paLGEUozKuIfNT159xxDocDjT9Mpo9FTuMiI61/fqzSjubg0qLcOIIx7vx5fnptmFmaV7XOY4NUlc6rxvhUxLpuRvGfLpxMl/s0d1q5k5X7trW/gtmH0WOVkO+5PKDvHlFYp1sD66LMdA17wSg+7AdsTG5KXZsEVic0u1Ti3JeL58ci3mUmr7FqW0hjvX2ty12MhqzYmniHjWHl12NEMo6Arovsviz1CWzNmjUHLUC7oCVoD7QPOgCtQIegOcMX/RwFHBUcJRw1HEUcVVxh/LfGDuDt9Gki8gIPcHn7/5fWg0EUEQmpG8oQFA15yCCkSkjx/dX4Aio96V4Kn3LBAvCo8iW7FGejpIEK2KVwqSuEBEGV9D0sJA9E10jghEOYcRpK5sGMURl4ITAaBIyhhHH8wggrdHLqSTRiDvBnpY0Gs+L5ATqFcl0kXI7GgbRp9dLLrdYxH85XQpaLVZEnV1VIk4isOGky9dusK3FOFoGiTEwZEWEbsNJrQHQBm9ovgN8C3C5gF8I4ILuAXTbjQ/IGgD/eg98F7JIcB4LBpCcA1QXsih8Hwi5g98c4wFmXaLbTeJx4P9nN9pvoRgxiNYn0Mt7u8Amml/T2RJhgvEHMJpFe5ttDZ4LpJb89pCYirW4wE4uS95ZAewiOM4LdCNsU018F54N2OB/n6sRwLsc9VgdXgXN1Tzh4Oy7/Abm0Gv0OssTVAAA7F0lEQVR4Xu3dCbgU1Z3+cTYRhLiiiIoKimIc0VGjiULExBg1Y3SikNFoFJ1BNG6JC+rouK8JLpGJ465oYhwnksSFCI5Bmb+IipoobuAaUcEtgAuLev79dnO6qk/35Rbn9u3bdc738zz1KLeq7u2uU+f3dtdyqpMBAMBDJ/cHAABkQYAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvYQTIsmXG3H67MSNHGjNwoDG9epUm/f+IEcZMmGDM0qXuWgDQPiKpSfkPkEceMWbLLQvvpNOKpy22KC0LAO0poprUyf1Brtx9tzGrrlpqjC5djBk92pjp041ZsMCYhQuNefxxY445pjRPy2jZiRPd3wIA9RFZTcpvgLzwgjGrrZY0wqRJ7hKJKVOM6dGjtKy+Rr74orsEALRNhDUpvwGy227JV8Hx49251a65Jll++HB3LgC0TYQ1KZ8B8sQTyYbXccQvvnCXqKZl0scl9TsAoB4irUn5DJCxY5ONfsEF7tyWaVm73mmnuXMBwE+kNSmfAbLrrslGnzrVndsyLWvXGzbMnQsAfiKtSfkMkA02SDb6vHnu3Ja9+26y3oYbunMBwE+kNSmfAWKvXtC0eLE7t2Va1q7Xs6c7FwD8RFqTCBAAaKtIa1I+A6Rfv2SjR/R1EUCTirQm5TNA6nHCauhQdy4A+Im0JuUzQHwvmbvwwmS9HF4yB6BJRVqT8hkgM2YkG1034mS5aefLL40ZPDhZL4c37QBoUpHWpHwGiOjrnt3wGhKgNddemyyvIQcAoJ4irEn5DZBZs0pXLWjj6wqIyZPdJRIPPZQsq8HONOgZANRThDUpvwEid91lTPfupUbQ8MhjxpS+SmrY5EWLSl8Jjz3WmK5dS8tohEwNtwwA7SGympTvABFdxTBoUPJVsKVJyzz8sLs2ANRXRDWpk/uDXNKjIfWIyAMPNGbAgNJXQk2bbmrMAQcE8/hIADkRSU0KI0AAAA1HgAAAvBAgAAAvBAgAwAsBAgDwQoDMnGnMpZca89577hwAqKZaoZqh2hG5uANkyRJj1lijdE32fvu5cwGgmmqFaoZqh2pIxOIOkM8/TwJEd49+9JG7BAAkVCPsneaqHaohEYs7QORHP0ruDNXNPQDQEtUIWy9UOyIXXoA8/rgxo0YZM2WKO6c2jUNjdwgOYwFYEXv4SlPWMaxUi1STVJsCE16AbL99qXHXWivbs4k//dSYXr1K62gETQ14BgAu1Qb77HPVDNWO1qgGqRZpHdWmwIQXIN/7XvIJ4Z573Lm1jRiRrPPb37pzAaBUG2ydUM3IQjXIrqPaFJjwAuTGG5MGO/xwd25tPjsGgLj4fNBUDbLrqDYFJrwAef99Y7p1KzXY2mtnG/FSY/Xbr6a9e2f7agogHqoJqg2qEaoVqhmtUe1RDdI6qkmqTYEJL0Bkjz2S1H/gAXdubd//frLOxInuXAAxU02w9UG1IgvVHruOalKAwgwQPY/YNtzo0e7c2m69NVnnkEPcuQBipppg64NqRRaqPXadLM9Iz6EwA+Sdd0qPk1TDrbdetpt9Pvyw8gahyO8wBbBcesQK1QjVitao5qj2aB3VItWkAIUZIDJsWJL+f/6zO7e2vfZK1rnvPncugBipFti6oBqRhWqOXUe1KFDhBsiVVyYNeNxx7tzarr8+WeeII9y5AGKkWmDrgmpEFqo5dh3VokCFGyBvvmlM586lBtxwQ2O+/NJdotr8+ckVXOusY8yyZe4SAGKiGqBaoJqg2qAa0RrVGtUcraMapFoUqHADRHbeOfkU8Oij7tzadt89WSfrcCgAwqQaYOuBakMWqjV2HdWggIUdIJddljTkSSe5c2sbPz5ZZ8wYdy6AmKgG2Hqg2pCFao1dRzUoYGEHyJw5SUMOGODOrW3u3OQKrvXXN+aLL9wlAMRAfV81QLVANUG1IQvVGlt3VIMCFnaAyHbbJY355JPu3Np23TVZ55FH3LkAYqC+b+uAakIWqjF2HdWewIUfIOefnzTo6ae7c2u7/PJknRNOcOcCiIH6vq0DqglZqMbYdVR7Ahd+gDz/fNKgW2zhzq3t9deTK7j69892BReAcKjPq++rBqgWqCZkoRpj641qT+DCDxD56leTRn32WXdubTvumKzz2GPuXAAhU5+3/V+1IAvVFruOak4E4giQs85KGvacc9y5tV18cbLOKae4cwGETH3e9n/VgixUW+w6qjkRiCNAnnkmadhttnHn1vbyy+V1lm62mTsXQMD+VujzS2zNUC3IQrXFrqOaE4E4AkQ23zxp3JdecufW9OaQIeaRwvJ3FKb5Tz/tzgYQoLmFvj5ueb+fWagBmaim2PqiWhOJeALk1FOTBr7oInduTY+ee645sbD8yMJ0/ZlnurMBBGhcoa8PXd7v/1SoAZmoptj6oloTiXgCZMaMpIF32MGdW9Orzz1nNiksv0ph2mqrrdzZAAKkvt5peb9/qVADMlFNsfVFtSYS8QSILsvbeONiAy/o3Nksfe01d4maBg8eXNyZNM2aNcudDSAg6uO2v6vvZ/FZoZY8X6gpCxQeqjERXfYfT4AUvHPiiWZyoZFvLkyPjRvnzq7pjDPOKO9Q5513njsbQEDUx21/V9/P4sFCLblweV15sVBjYhJVgLw5bZoZU2jk7xemUbvs4s6uaebMmeUdatttt3VnAwiI+rjt7+r7WexbqCU7LK8rsws1JiZRBcgXX3xhhvTrV9w5unTpYt566y13kZoGDBhQ3qnmBD44GhAr9W3bz9Xns1ANUS3ROv0KtUU1JiZRBYgcffTR5Z3k6quvdmfXdPLJJ5fXufTSS93ZAAKgvm37ufp8Fqohdh3VlthEFyAPPvhgucGHDx/uzq5p+vTp5XV22mkndzaAAKhv236uPp+FaohdR7UlNtEFyOeff2769OlTbPCuXbuaefPmuYtU+fLLL81GG21UXKdz587mjTfecBcBkGPq0+rb6uPq6+rzrVHtUA3ROqopqi2xiS5A5Mgjjyx/arjuuuvc2TUdf/zx5XWuuOIKdzaAHFOftv1bfT0L1Q67jmpKjKIMkPvvv7/c8N/97nfd2TVNnTq1vM7QoUPd2QByTH3a9m/19SxUO+w6qikxijJAlixZYtZcc81iw6+yyirmww8/dBepoqsr+vbtW1xHV128/fbb7iIIyOLFi82uu+5qdtlll+L+gnCpL9srqdTHs1xJpZqh2qF1VEti3UeiDBA59NBDy58ebrnlFnd2TUcddVR5nV/96lfubATi97//ffkDhi0Q+hnCpL5s21p9PAvVDLuOakmsog0QFQS7A+y7777u7JomT55cXufb3/62Oxs599xzz5k99tij3MbupHlaBmFRX7ZtrD6ehWqGXSfmDxfRBshnn31mevfuXdwBevToYRYuXOguUmXZsmVm7bXXLq7TrVs3895777mLIIc++OADc+yxxxbb1A0Nd9IyWlbrIP/Uh227q2+rj7dGtUI1Q+uohqiWxCraAJGRI0eWC8NvfvMbd3ZNo0aNKq9zww03uLORIyoW48ePL38osNNaa61V/v9/+Id/MP/5n/9p1llnnYpltI7WzVJw0LzUh22bqm9noVph11ENiVnUAXLnnXeWd4QDDzzQnV3TvffeW15n7733dmcjJ6ZMmWK23nrrilDQJ9HjjjuuGBj2Z/q36KSp/t/9lqLfod+FfFIftm2pvp2FaoVdRzUkZlEHyKJFi0zPnj2LO0KvXr3MJ5984i5SRVfnrL766sV1unfvbj766CN3ETQxjXe03377VYSApu985zvl4foPP/zw8s9/97vfVayvZbSsu75+J+Ok5Yv6rvqw2k99Wn27NaoRqhVaR7VDNSRmUQeI7L///i0Wi5YcfPDB5XUmTJjgzkYT0nHrsWPHlguGnTbffHPzhz/8oWLZTTfdtDhPdya3dJ5L62jd9O/S79bfyHI+DR1Pfde2nfp0FqoRdh3VjthFHyC33XYbO1HANCTFTTfdZNZff/2KYq9PnBo8z71+/7XXXisvs80221TMc2ld/Q77jdRO+lv6m1mGw0DHaeuHR9WO2EUfIHyNDdf//d//mR133LGiuOuGsSOOOMK8++677uJF6ev77fmP1uh36Xfam9HspL+t14Dmw+Hr+og+QCR9Iu2ee+5xZ9fEibTm9eabb1Z8UrSThqt48skn3cUrrOj8R2v0u9NDYthJr0WvCc3D5wIa1Qa7DhfQlBAgpvJSPhWQLO64447yOrFfytcsPv30U3Puueea1VZbraKAb7zxxpkv085y/qM1+lv6m+nXoNek16bXiI6XvoRffTmL9IcLLuEvIUBMfW4mojB0rN/+9rdmk002qSraZ599dua2WZnzH63R39TfdsNMr1GvFR1HbcNNxPVBgCy3ouEMNM7/mWeeWXWoKj2cwcSJEyvmoTGeeuopM2zYsIoiremggw5a6ee2+Jz/aI1eg16L+/r0mvXa0Xjqq7Yd3GGM1MfV191nezCMUW0EyHIrGlAtfVx7gw02MCeccIJ5+OGHzc0331z+ecwDqnUEPcxHz2BwT1xvv/32Ztq0ae7imbTl/Edr9Jr02tKvVa9d7yHLQ81QP+mBVNWH1ZfVp9W37c/dRzYwkGptBMhyLQ3pnD5x5k7rrbdeeZ2Yh3RupKVLl5qf//znZo011qhoC7XZjTfemGko7pbU4/zHiui16TXaxwLYSe9F70nvDe0r/SgH9V31Ybdf28leUMOjHFpGgKS4D5WZO3euWXfddcs/S39CqTXpDuX77ruPIGkn6tCDBg2q2Oa6nPKUU04xCxYscBdfKfU8/9EavVa9ZvemRr23rFcBYuWoT6pv1hpFID2l+7j6vmoAD5NrGQGSkn6spUZc/da3vlX+tx4spBNpr7/+urn88suLO5J9hrI76VrxQw45xNx9992ZT+CiZS+88ILZc889q7azjl/Pnj3bXdxLe5z/aI1ee/o8mp30XvWe0Tbqe+qD6ovuzZ52Uh9WX1afVt9WH1dft/NVA1QL7L95nHUlAiRFJzxtKKQPkegrrz6huvTp5Morryx+UmkpTHSTki4Z1KWCH3/8sfsrsAIawFDHpu2T3+y01VZbVV3o0Fbtef6jNXovek/p96j3rPee5WmZSKiPqa+pz9mbfd1JfVV9Vn1Xfdilvp5+oJitBVpvZS/MCB0B4thpp52qdjj36qta5s+fX7w2XM9Jdg9N2EmXDH7/+983t956K3exroCugLnmmmtqDqH+y1/+MtNl1iurvc9/tEbvSe/NHVpe20Dbwr0qCAn1JfUp9S17ab07qU+qb6qPqq+2Jn2joZ1UG1CJAHHoZq/0TqOrZFZWe+zQsXjooYeK5yDS20rX3R9zzDHm/fffdxevi0ae/2iN3qPeqztsvF6Xtg1KGvGBTX0//ftUG1CJAHH80z/9U3mH0XHTLGPkrIi+UuvO5BV9pe7atavZfffdi8+hqPWVOgavvvqq+cEPflC1bXQM+tlnn3UXr6uOOP/RGr3n9Dk4O2kbaVvFSH1DfUR9RX3G3Taa7CFj9bm2HjJW30+fO1FtQCUCJEUjqNqdRTtova+IWdmTejEcb9WgdmeccYZZddVVK7bDwIEDi9uqETry/EdrtA20LdLbRttK2yyGQTzVBzryohXVgHRYqUYgQYAs9+KLL5aHN9B01VVXuYvUlb2sUI/RdI/1pycdd73ooouCe1iRhjrXoQX30uivfOUrxffbyEuhO/r8R2u0LbRNtG3S20rbTtswtGHjta/r/dY6H2kn9Rn1nUZcNq9aYP+uaoRqBUoIEFMapvkf//EfyztJo7+q6gTqgw8+WLzb1X1uRXoaMmRI8TisfXJeXk2fPr2qOKh465tAo2/SaqbzH63RttE2cj+Ja1tqm+aZ9mnt29rH3f3eTuob6iPqK+1xIcWKpA9tq1ZkeexDDAiQghNPPLG8c+hTXUd+CtWnSQ2tcPzxx5v+/ftXdSI7bbnllsUxe2bOnOn+iqb11ltvFYeRcAvgN77xDfP444+7izdEM57/aI22lbZZehtqm2rbahvnhfZd7cPal939207qA+oL6hMd+U1LNSH9bVk1AwRI8SuwLWgapuB///d/3UU6lD5ZnnrqqVXHwdPTgAEDinc2P/roo+7qTeGzzz4z559/fsUhQk0bbbRRhz/VrZnPf7RG207bML1NtY21rbXNm5H2Ue2r2mfd/dhO2te1zzfbtyrVBjt0kWqGakfsog4QHRJIj4Vz+umnu4s0FY3eetZZZ5nBgwdXdTo7qaDoE5uGX2jLuFD1ctddd5XPMdhJl1fqfbT1Kpl6aPbzH63RNtS2dC8X1/vStu9o2ge1L2qfdMMuPWmf1vto9hGKVSPsa1btaPQh12YTbYBox95jjz3KO8PXv/71hh9XbYvnn3++eMx42223reqMdtIAcKNHj+6QY8bPPPOMGT58eNVrGjFiRM27+jtCns5/tEbvRdvW3d5qA7VFI9lzetr33IEj05P2Xe3D2pfzQu9NtcK+B9WQZvig1lGiDZBLLrmkvBNoqII8X1uvq1YuvvjiqhPT6Ul3ONurVtrzBKA+xatwuNfpb7fddsVPos0kj+c/WqNtrG2d3vZqC7VJe37D0j5lryp076ZPT9pHta/m+apC1Yr0UEeqJbGKMkBmzJhRMb5S1kda5oGum9eAb3pgkXuy2k66HFTXzeuYf72um9dQ5LpePz2GkCaNOXTdddc15ae0PJ//WBFta23z9EjSmtQ2aqN6DRuvfUfbTfuSe4mxnbQPal/UPhnSfU3pR1qrlqimxCi6ANFQ2ptttlm58fWJKVQ6PquH3+iOZndoDDvpkas69KE7d31vTLv//vurrqRRp/rZz35m/v73v7uLN428n/9ojba92sAdjFJtpTbzoX1E+4r2GfdxvXbSvqZ9TvteyOcIVDvse1ZNaesjBfIougA5+OCDKzpSM5zIbQQVSD3MaK+99lrh2EEaXlyHdrKMHaQbqvbZZ5+q36OfvfTSS+7iTSWk8x+tUVu01E5ZborTvqB9QvuGe7LeTtqntG9pHwsxjGtR7Uh/cFJtiU1UATKj0AmGFhp6tU6l4SCa/YqP9qJPphMmTDD77bef6dmzZ1Ux0KRPrXouxfXXX1812GNLn2x1Jc2kSZMqlm1WIZ7/aI3axr2Cr6Vvimpztb32Abed7aR9R/uQ9iV3/ViohthheFRX7i/sVzGJJkCWvfyymdS7tzm30Mj7FaYbeDBMkX1+wg9/+MNWB3u8+uqriycMax1b1zHueh1bb4RQz3+0Rm2ktqp1rkptqzZubbBC7Ss83yah7dm/U6muXFyoMR8Xak0s4ggQjZWzww7ms0ID/7/CdE/hq3tH3tXarHRSdOLEicU7mt1njteaVGQ0tEQeD1mEfv6jNXrParuWgiI9aV/QPqF9o14XXYREteTKQk0Z36lUX5YUak2x5kQgjgApfEUv9ITS1K+f+Zznb7RKA9TpROsRRxxh+vTpU1VUOuL+gnqJ6fxHa1q6X0dtrrbXPtDegxWGYHGhpswp1JZynVHNiUD4AaJj8oVPmcVG7dLFmClT3CXQCt08lX5Cm4ahyLMYz3+0Jj20iNq60TeeBkG1RTVGtUY1JyfnA9si7AB55x1j+vZNPhWMHesugYw0SJ8tMN/85jfd2bkS6/mPFVGb2m2SpwEZm45qjK03qj2qQQELN0B0jmPPPZPG3HlnnUF0l0JGIQVI7Oc/aiFA6kQ1RrXG1h3VoIDPt4YbIJddljTi6qsb88or7hJYCaEECOc/aiNA6ki1RjXH1h/VokCFGSB6tkT37kkD/vrX7hJYSaEECOc/aiNA6kw1x9Yf1aIOet5NewsvQBYuNGbzzZPGO+wwdwl4CCVAOP9RGwHSDlR7bB1STVJtCkx4AXLIIUmjbbGFBu9xl4CHUAKE8x+1ESDtQLVHNcjWI9WmwIQVIBMmJI216qp6Zqa7BDyFECCc/2gZAdJOVINUi2xdUo0KSDgBMnu2MV/5StJQ48a5S6ANQggQzn+0jABpR6pFti6pRqlWBSKMANGdsjvumDTS3nsHfelcRwghQDTwn30PnP+oRIC0I9Ui1SRbn1SrArm7P4wAOfnkpHHWX9+YefPcJdBGIQSIHTVVU9bzHx988IFZGODJTxcB0s5Uk1SbbJ1SzQpA/gPkgQeS4QP0X/0bdRdSgOiBR1lMmzatuI4e0RrS0/RqIUAaIMBale8AeffdylQ/5RR3CdRJCAGy3nrrFV+/Hr+axdlnn11+zyE99rgWAqRBVKNsvVLtUg3LsfwGiI4r7rVX0hhf+xpDlbSjGAPkrLPOKr9nPcY1ZARIg6hGqVbZuqUaluPztfkNkF/8ImkEDRswZ467BOqIACFAUCeqVemhTlTLciqfAfLkk5VDldx2m7sE6owAIUBQR6pZtn6plqmm5VD+AkR3dw4alGz8Qw91l0A7IEAIENSZapetY6ppORw1I38BcsQRlRs9gkssmwEBQoCgzlS70h+GVdtyJl8BopNNugRTG1tf+554wl0C7YQAIUDQDlTD7OF41bacnVDPV4CInjXcv78xN97ozkE7IkAIELQT1TLVtBw+Rz1/AYIOQYAQIICLAEEmBAgBArgIEGRCgBAggKvjAmTZMmNuv92YkSONGTjQmF69SpP+f8SI0rj53FneNAgQAgQdpIlrZccEyCOPGLPllsnlay1NepqXlkWHI0AIEHSAJq+VndwftLu7706e0KURKUePNmb6dGMWLChdF62Hzx9zTDJqpZadONH9LWgwAoQAQYPloFY2NkBeeMGY1VZL3uykSe4SiSlTjOnRo7Ssvq69+KK7BBqIACFA0EA5qZWNDZDddku+co0f786tds01yfLDh7tz0UAECAGCBspJrWxcgOiOS/sGdbzuiy/cJappmfTxP+487zAECAGCBslRrWxcgIwdm7y5Cy5w57ZMy9r1TjvNnYsGIUAIEDRIjmpl4wJk112TNzd1qju3ZVrWrjdsmDsXDUKAECBokBzVysYFyAYbJG9OD5jPSo98tOttuKE7Fw1CgBAgaJAc1crGBYi9SkDT4sXu3JZpWbtez57uXDQIAUKAoEFyVCsJEGRCgBAgaJAc1crGBUi/fsmba/KvZahGgBAgaJAc1crGBUg9TgwNHerORYMQIAQIGiRHtbJxAeJ7adqFFybrNejSNFQjQAgQNEiOamXjAmTGjOTN6YaXLDfH6PGOgwcn6zXo5hhUI0AIEDRIjmpl4wJE9LXKvkHdet+aa69Nltet/egwBAgBggbKSa1sbIDMmlW6OkBvUlcaTJ7sLpF46KFkWQ0qpsHF0GEIEAIEDZSTWtnYAJG77jKme/fSm9UwxGPGlL6yaXjiRYtKX72OPdaYrl1Ly2gkSg1rjA5FgBAgaLAc1MrGB4joaoFBg5KvXC1NWubhh9210QEIEAIEHaDJa2Un9wcNo0cw6lGMBx5ozIABpa9emjbd1JgDDujQxzSiGgFCgKCDNHGt7LgAQa4QIAQI4CJAkAkBQoAALgIEmRAgBAjgIkCQCQFCgAAuAgSZECAECODKX4BcdZUx3boZ88MfZrvFH3VBgBAgaAeqYaplqmmqbTmTvwBJj1R5ySXuXLQTAoQAQTtQDbP1TLUtZ/IXIHfemWzwVVYp3ZmJdkeAECCoM9Uu1TBbz1TbciZ/ASKjRiUbfbPNjFmwwF0CdUaAECCoI9Us1S5bx1TTciifAfLxx6Vhju3G/9GP3CVQZwQIAYI6Us2y9Uu1TDUth/IZIPLUU6XBw2wj3HKLuwTqiAAhQFAnqlW2bqmGqZblVH4DRK64ImkIFYWXX3aXQJ0QIAQI6kA1SvufrVuqYTmW7wDRU7j22SdpjB12MGbJEncp1EEIAbLWWmsVX/9qGogug0suuaT8nv/4xz+6s4NCgDSAapNqlK1Xql2qYTmW7wCR+fON6dcvaZSTTnKXQB2EECDdunUrvv4uXboU+m3rHff99983//Iv/2LGjBljlnbQaKeNQoA0gGqTrVOqWapdOZf/AJEpU0oPXFHDdO5szKRJ7hJooxACpE+fPuX38Oyzz7qzo0aAtDPVJNUm1SjVKtWsAIQRIDJ2bJLuffsa88477hJogxAC5LTTTiu/h/Hjx7uzo0aAtCPVItUkW59UqwIRToDoEMNOOyWNtOeeuT++2ExCCJAHHnig/B4O1MN5UEaAtBPVINUiW5dUowI6HBpOgMgrrxiz+upJY112mbsEPIUQIIsWLTKrrLJK8T2su+66mc6DxIIAaSeqQbYeqTapRgUkrACRX/86aTA9kF4PnkebhRAg8o1vfKP8PjgPkiBA2oFqj2qQrUeqTYEJL0DksMOSRtt8c2MWLnSXwEoKJUBOP/308vvgPEiCAKkz1RzVHluHVJMCFGaALFpkzKBBSeMdeqi7BFZSKAHCeZDaCJA6U82x9Ue1SDUpQGEGiDz5ZOXXxwkT3CWwEkIJEM6D1EaA1JFqja07qkGqRYEKN0Bk3LikITV8wOzZ7hLIKJQAEc6DVCNA6kQ1Jj1UiWpQwMIOEH263GuvpDG/9rWgLqFrpJAChPMg1QiQOlBtUY2x9Ua1J/BvuGEHiMybZ8z665cb9cNTTnGXwAp88skn5r//+7/N/vvvXy4wPXv2NC+88IK7aG5wHqSS2lJtareJ2lptrrZHds8WastrNjxUc1R7Ahd+gEihYHzZpYt5stCw1xf+O6vwb7Rs4cKF5rbbbjM/+MEPigMP2sKSnnQe4YQTTjAfffSRu3rT4zxIidpObWi3hTup7bUPaF/QPoGWPVaoKWMKteW6wnZ7UkOVRFJj4giQgpcKnw4uLjTugYVp58Kng3fffdddJGoffPCBufnmm833vvc9s+qqq1YVE01du3YtDkSY/pnGl/qv//ov8/nnn7u/sqnFfB5EbaU2S48NpkltqzZ2212T9gntG9pHtK8goVqyfqGmDOxUqi8PRXSUI5oA+XzpUnP0175m1ljeIfbaa69oP3la2vGvvfZas8cee7T4KVSHNtKfQjVC7dFHH10e2dZOQ4YMMX/+85/dP9G0Yj0PojZSW6XbTm2pNlXbpr99pg9rpSftK9pntO/E/kFMNUS1xG6b3Qs1ZllE51mjCRCZPXt28WFCtrF/8YtfuIsE729/+5v55S9/aXbbbbeqbxN26t27tznooINWeBz8r3/9q/nWt75Vte4BBxxgXn31VXfxphPbeRC1idrGbS+1odqyFnv+S/uC9gl3XU3ah7QvaZ/SvhUb1RC7LVRbVGNiElWAiD5d2Qbv3r27eTLga7QtFY/LLrus4rCNO6255prmsMMOKz446bPPPnN/RYvuvvtuM3DgwIrfpcMd//7v/14819CsYjkPoveptnAPS6rN1HZZaZ/QvqF9RPuKu//YSfuY9rU8fIhoK9UO1RD73lVbYhNdgMihhx5abvRBgwY1daHz9dJLL5nzzz/fbL/99lWd3E4qnP/6r/9a/DTelgcmLV682Fx44YUV3+40bbDBBubWW29t2uIc8nkQbXNte7VBuk3URmortZkv7SvaZ7TvaB9y9ys7ad/TPqh9MTSqGaod9r2qpsQoygDRcd7NN9+83Pj6VBWCv/zlL+bss882W2+9dVVntpMKyk9+8pPisfB6n/h+++23i9uyc+fOFX9z5513No899pi7eIcL9TyItrW2eboN1CZqG7VRPWkf0r6kfcoNq/SkfVL7pvbREGhb2vemWhLrVWpRBog88cQTFV8/b7/9dneRXHj88ceLhTAdiO60ySabmJ/97Gdm2rRp7urtYsaMGVWHy1TAfvzjH5u5c+e6i3eY0M6DaNtqG7sBrrZQmzSC9jHta9rn3P3QTtpXtc9q380j1Qr7XlRDVEtiFW2AyM9//vPyjrD66qubOXPmuIs0JXXSn/70p03fSXVMeMMNN6x4XToZe8EFF7TpEEq9hHIeRNtS29Q90a1t35HH5bN+uNG+3KgPN22lGqFaYV+/akjMog4QFYw999yzvDPstNNObToX0F50mOChhx4yxxxzTKbDBC1dVdMRPv74Y3PmmWeaHj16VLzWAQMGmP/5n/9xF2+4vJ8H0TbUtkxvW21rbXNt+2ahfTLL4VXt49rX6314tR5UG1Qj7OtV7cjrh456iTpARNex9+3bt7xTjG2S5xVrZ/3Tn/5kjjzyyBWeqNxhhx2Knz6b/UTla6+9ZkaMGFH1+ocPH96hx8Xzeh5E20zbzt2e2sba1s1M+6r2We277uu3k/Z57fvqA83yoU61wb4+1YzY74GR6ANEJk2aVD5urOvap0yZ4i7SELpU8g9/+EPxOPaKLpXcZZddil+dm71Q1DJ16lSz7bbbVrwf3f181FFHmffee89dvN3l7TyItpG2lXvHuLaptm3eaB/Wvqx92t3P7aS+oD6hvrEyl5jXk2qCvW9KtUI1AwRI2UknnVTeYfv162fmz5/vLtIudLPWnXfemflmrRBGStXhCd3F7H6zUqG44oorGvqJMy/nQbRNtG3cDxZ6zdqWzXjIZ2Vp3856k6v6TEs3udabaoFqgn0NqhUoIUCWW7JkScVX6vYc6mTBggXFk5v//M//3OpwEdddd12wX5U1mJ9OoLrDqAwePLihn/Ca/TyItoW2ibt/aNvlcTDLLLTPa99vbZgd9SH1JfWp9uAOVaIaoVqBEgIk5eWXX664Ge7ggw92F/GmcYZuuukms88++1TdFWynWAese/HFF83ee+9dtT20rRpxbqdZz4PovWsbuNtF20rbLBZZBvrUz7Wt1MfU1+pFNcD+DdUG1QgkCBDHqaeeWt5h9DX6qaeechfJ7J133imOevrtb3+7avBBO2nIbI1RpGvLY70Zybr//vvNlltuWbF9dJ297iv4+9//7i5eN812HkTvVe85fZ+SJm0bbaOYqY+or6jPtPSoAfU19Tn1PfVBX+r76UNpqg2oRIA4xowZU9VpV+ZyyDfffNNcddVVxSe8reg4rj7Z3HXXXQ07jpsXOtZ/+eWX1zzWf/3115svvvjCXaXNmuU8iN6b3mOtc0PaJo08N5QH6jvqQ+pLKzp/qL6oPqm+mZX6vPthRrUBlQiQFHVgjevv7oSjRo1yF63w6KOPmlNOOcV8/etfr1rXTmuttVZx+AMNSNcMN9E1O11tNHr06Kqrjbbbbjvz8MMPu4u3WUefB9F70ntLv1e9d22Djrg6LW/Up+xgj+prbv+zk/qo+qr67Iqoz7vrqja0xweYPCNAUh555JHyzqLLItMn7+64446KZXUMWgPFffWrX63a0ey03nrrFQecmzx5Mp8ePT3zzDPFq3LcbTty5Ejz+uuvu4t766jzIHoPei/u+9N71nvHylNfU59T31MfdLetndR31Yfd80nq63YZ1YD0ZeeqEUgQICl6vKfdUXTI4NJLLy3/e4011jD33Xef+Y//+A+z1VZbVe2MdtLwEccee2xxgDk+rdSPnkux6aabVmxrXYVz1llnrdQhxpY0+jyIXrNeu3sVnt6j3ivqQ31QfVF90h1WJz2pT6tvq4+rr9ufqwaoFth/q0YgQYAsp+Pe/fv3L+4kulFInwz1s+985ztVO1tLU14HZMwL3USmT4y9evWq2O4bbbRRm7d9I8+D6LXqNaffg96T3ltH3SgXi/RAiK1N6vvaD1QL7I3GqhHtuW/kDQGynIbAtjvOjjvuWP65ruJwPyVq0rMA/u3f/q38b30dRmPohrNDDjmkatRZ3c3clsEj2/s8iF6be8e13oPeSwg3iOZF+rCz+nD6uR52Up9PX8GlmmDnNeOjCToKAbKcTqzZHeTiiy+umHfllVcWr+bQdeA67GCLyznnnFNeRz9HY02fPr1icDtNaqfDDz/c6/LN9joPotei1+RelafXrveAxlJftW2gPizq0/q5+rjaSX0+TTXBrqNagRICZLnNNtusvINkvVlom222Ka/DCc+OocMJt9xyS8VQE5pUCNTpV+au4XqfB9Hf1mtwn9So16rXzKGQjqG+attCfTgL1QS7jmoFSgiQgqeffrq8cwwZMsSdXZPuErbr6HkH6Fg6h3HGGWdU3amszj5x4kR38ZrqeR5EfzP9oUSTXpteY4iPUM6b9DNKso52oNpg11HNAAFSpGcn2B3j3HPPdWfXdNFFF5XX4Q7V5vHKK68Ux0dKF25NujM5y3mNtp4H0Tr6W+7f12vSa0NzSI84ob6chWqDXUc1AwRIUfqy3Oeee86dXVN64MVGPS4U2emhROlDjJo0xIUeWLSiccZ8z4Pod+p3u0PW6DXotaC5qM/aNlJfzkK1wa6jmgECxMyaNau8U2jE0yz0DAN7BdDGG2/cpkMdaD8a4vxXv/qVWWeddSqK+tprr10cNnzZsmXuKit9HkS/Q79LvzP9N/Q39bdDGGY9ROqz6rtqK/Vl9eks0qMiq3bELvoAOe+888o7hI5PZzFu3LjyOieeeKI7G03mww8/NMcff3zVsOC6nFN3LKetzHkQreuORKB19bf0N9Hc1Hdtu6lPZ6EaYddR7Yhd9AGSHqZg5syZ7uya0tfyT5s2zZ2NJvX8888Xn2OdLvia9t13XzN79uzycq2dB9GyWsf9Pfrd+hvIB/Vd23bq01moRth1VDtiF3WAzJkzp7wzDBgwwJ1d09y5c8vX8+tyTIYryZ977rmn6uYxDZ2uE6t6MFFL50E0T8u4w6zrd+l3Il/Ud+3l3+rT6ttZqFbYtlcNiVnUAZIe6+rkk092Z9d09dVXl9c5+uij3dnICQ24p2dxp8c90tS3b9/iszjsv3UeRIXmxhtvLM5LL6t19TsYKDO/1Idte6pvZ6FaYddRDYlZ1AGSvos56x3Bw4cPL6/z4IMPurORM/PmzTNHHnlk1V3i9iIJPYsjfcWdJi2rdbQu8k192Lar+nYWqhV2HdWQmEUbIG+88Ua5SGhguxWdLLVUMOzzKfr06cMVNgHRse1hw4ZVBEWtSctkPVeG5qc+rL6stlXfzvKhQLXCDoapGqJaEqtoA+SKK64oFwVdNZPFddddV15Hn0ARHj0Lwl7emZ70M/eZMAiD+rJtZ/XxLFQz7DqqJbGKNkCGDh1a3gGmTp3qzq7pu9/9bnmd2J9NHbJPP/3UHHTQQeW21v/rZwiT+rJta/XxLFQz7DqqJbGKMkDefvvt8jFvnRjNciWVruu39wfouPjKDNKHfNLlulkH1kR+qS+rT6tvq49nuYdHNcNeVKFaopoSoygDRHcI208PRx11lDu7Jo2eatc59NBD3dkAckx92vZv9fUsVDvsOqopMYoyQNKD3bl3IrckfePY73//e3c2gBxTn7b9W309C9UOu45qSoyiC5D33nuvPOCdxi+qNR6Sa+HChaZHjx7FdXr37s1jR4HAqE+rb6uPq6+rz7dGtcOOgaaaotoSm+gC5IYbbih/ahg1apQ7uyZdfWPXGTlypDsbQADUt20/z3rFnWqIXUe1JTbRBcjee+9dbvB7773XnV2T7ka269x5553ubAABUN+2/TzLSMyiGmLXOahQW2ITVYB89NFH5XGMVl99dbN48WJ3kSqffPKJ6dWrV3Gdnj178jQ5IFDq2+rj6uvq8+r7rVlSqCHfLNSSfQvr/KRQWz4r1JiYRBUgkydMMFsWGvorhenggw92Z9f0u9/9rvwJY//993dnAwiI+rjt7+r7WUws1JKbCsv/qTB9VKgxMYkqQO4t7BynFRr5x4VpWsadQ0Fjd6jbbrvNnQ0gIOrjtr9n/ZC5oFBLPiwsbzRF9iEzngApfD19q/D1dEahkf9Y+Hq6LMPXUx3i0qEu7Uw69KVDYADCZQ9zdyv0+a8W+v7SDIe5jWpJoaYUA6RQY1RrYhFPgOjkt/2UkPEEmZ7xYD+N6OQ7gPCdVOjrIwp9/oTCNCfrc15UU2x9iehCm3gCRJff2gbOeIne5YcfbrYtLL9upzgv0QNi9NdCX/9Noc9PLUzvFmpAJqoptr5EdKl/HAGigfB69y41bo8eujPQXaLKl8uWmVvXXtucU1hnTLduZkGENwkBMfq80Nc/K/T5Yr0o1ACT4WbjYk1RbdE6qjWRDL4ZR4BMnJh8Osg4TIGZPNm8V1j+L4Xp8UiHKQCipT5va0bG4Y6KtcWuo5oTgTgCRIMf2obNOFCa0SCLdp1IB0oDoqU+b/t/xgFXi7XFrhPJgKvhB4iGXV9zzVKjrrKKxmV3l6im4d379i2t06WLxn93lwAQMvV59X3VANWCDI98KNYW1Rito5oTwSMfwg8QPfjJfirI+LAYowdM2XUiflgMEDX1fVsHMj50rlhj7DoRPHQu/ADRo2dtg2Z8XKU57rhknYgfVwlETX3f1gHVhCxUY+w6ETz2OuwA0dUTffqUGrNrV2Pmz3eXqPbll8ZstFFpnc6djXnjDXcJADFQ31cNUC1QTVBtaI1qjGqN1lHtyXIFV46FHSAPPph8Gth9d3dubdOnJ+vstJM7F0BMVANsPVBtyEK1xq6jGhSwsAPk6KOThrz6andubSefnKxz6aXuXAAxUQ2w9UC1IQvVGruOalDAwg0QXTXRr1+pEXU1xdy57hK1DRiQNP6cOe5cADFRDbD1QLUhC9UaewWXalCWK7hyKtwAmTYtafhddnHn1jZzZrLOdtu5cwHESLXA1gXViCxUc+w6qkWBCjdATjwxacBx49y5tZ1xRrLOeee5cwHESLXA1gXViCxUc+w6qkWBCjNAdLXExhuXGk9XUbz2mrtEbVtumTT6rFnuXAAxUi2wdUE1IgvVHHsFl2pRliu4cijMAJkxI2nwHXd059b23HPJOltt5c4FEDPVBFsfVCuyUO2x66gmBSjMADn11KThLrrInVvbuecm65x5pjsXQMxUE2x9UK3IQrXHrqOaFKAwA2SzzZKGe+kld25tQ4Yk6zz9tDsXQMxUE2x9UK3IQrXHrqOaFKDwAiTd0Nts486t7eWXg29oAG2U/mCqmpGFalDAH0zDC5Czzkoa7Jxz3Lm1XXxxsk6gXzUBtFH60LhqRhaqQXYd1abAhBcgW2+dNNizz7pza0uf7HrsMXcuAJRqg60TWS/OUQ2y66g2BSa8AFl//ZVrrNdfTy63698/2MvtALSRaoNqhGqFaoZqRxb2Q61qU2DCCxDd9TlmjDF/+Ys7p7b0DT8nnODOBYCEaoStF1lvUFYtUk0K8I708AJkZe26a7JDPPKIOxcAEqoRtl6odkQu7gDR2P120DN9vQx40DMAdaAaYQ+Tq3ZkecZQwOIOkHnzjOnRo7Qz/PSn7lwAqKZaoZqh2qEaErG4A0SeeMKYG280ZvFidw4AVFOtUM1Q7YgcAQIA8EKAAAC8ECAAAC8ECADASxgBsmyZMbffbszIkcYMHGhMr16lSf8/YoQxEyYYs3SpuxYAtI9IalL+A0Q39qSfJNjStMUW3CgIoP1FVJM6uT/IlbvvNmbVVUuNoZt6Ro82Zvp0YxYsMGbhQmMef9yYY45JbhbUshMnur8FAOojspqU3wB54QVjVlstaYRJk9wlElOmJDcM6mvkiy+6SwBA20RYk/IbILvtlnwVHD/enVvtmmuS5YcPd+cCQNtEWJPyGSC6A9RueB1HzDKGlZZJH5fkLlIA9RJpTcpngIwdm2z0Cy5w57ZMy9r1TjvNnQsAfiKtSfkMkPQQ7FOnunNbpmXtesOGuXMBwE+kNSmfAbLBBslGX5nRMN99N1lvww3duQDgJ9KalM8AsVcvaFqZUXS1rF2vZ093LgD4ibQmESAA0FaR1qR8Bki/fslGj+jrIoAmFWlNymeA1OOE1dCh7lwA8BNpTcpngPheMnfhhcl6ObxkDkCTirQm5TNAZsxINrpuxMly086XXxozeHCyXg5v2gHQpCKtSfkMENHXPbvhNSRAa669NlleQw4AQD1FWJPyGyCzZpWuWtDG1xUQkye7SyQeeihZVoOdadAzAKinCGtSfgNE7rrLmO7dS42g4ZHHjCl9ldSwyYsWlb4SHnusMV27lpbRCJkabhkA2kNkNSnfASK6imHQoOSrYEuTlnn4YXdtAKiviGpSJ/cHuaRHQ+oRkQceaMyAAaWvhJo23dSYAw4I5vGRAHIikpoURoAAABqOAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAODl/wO86DigZ/XUWwAAAABJRU5ErkJggg==)
| Product Number | 2H26-1-19 |
| CAS | 1719-83-1 |
| MDL Number | MFCD00082228 |
| Molecular Formula | C12H8O6 |
| Molecular Weight | 248.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory