![1,3-Benzodioxol-5-yl 3-[5-chloro-1-methyl-3-(trifluoromethyl)-1H-pyrazol-4-yl]acrylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABCIAAAQiAGQJK3sAAADE3pUWHRtb2xTb3VyY2UAAHicjVZdb5swFP0rFs+rsQ0Gu0pSVa0qTWo3aemmvU0ucVukABWQr3+/Y0jSQFiYILF9fY7vvfbhwuRmmy3J2pZVWuRTj1PmEZsnxSLN36bez+eHK+XdzCYJQADm1dR7r+uPa9/fbDY0ebeZ2RY5TYrMa+evt1XawWwCWpRvvmCM+7+fHucN5yrNq9rkiQWrSq+rxvhYJKZuoviHCz8z5TrN/RbuZ+W6Xe2PYO5mdFstvM9c7jB3Cyp5TZeWvBZlZmqyFoziZl/Im81taWq7IC87mAMaIvfZ5Om+SFaZzWt03QppYpbzulwlMGTF0iYrLIbO1/upl3EQTF1kt2VpdsT1nNlwYgQxATEhMZKYiJiYGEWMJoYz/DDPAeBAcEA4MBwgDhQHjAMngBNuHeAEcAI4IXE2S+uCe959WGRIvuG6O17fcX327z5HS/w9uAv7LXDKAVUqYgStkDoiHKkL1wqqtRaEcyo1vHLslVQRUVQLyUgMK2KOYIyj3mjfhEAGmgSYY4IIyoXEslQIFh5G+7k9Eq5iGTSuIqaUCyngOnRtFGjp5hUPmAtRwYNHdohfUy2xcYrKMHSBCM40ImBRJNFEWigisTyawVFIA4UGHjgaQVmMhtOAnY6wLxojFTYEhBYfCHu6QlZhSDQSDzWMMmIcECYDB0FuzqgUC6AR/yiS2eSlyBcnXZIupt4L9xr1/LCvldgLyCNFubAlTsst4KCnBNElOLkdCbdDhKBLcOK8TAi7BCflywTZJUSnBJeDQ85rW9qCJEW+hoqbx/Tp/tE7MfwyyxWkHR48tIwBd9GZu/joTgzFF3cJ7pG8vMeqS3AP8GUP+ozA2WUXbr5z8E15GOH0xdKUk8tnw3t6acvPCKcnmbZcjXB6qmnL20g+PeG05XCE0zv9tnyOcHoCaMvtCEcN5KNG9qAng7akX+aIvg74f3B6OpDurTFCOS8bo5SeCtoX00hxOq8dYqye9UTQvvdGONEAJxzhxAOcQYH6J4XaP7z50T37KvBPPhl8fCjN/gK2QqvmbPWrpAAAPftJREFUeF7t3Qm8VfP+/3GEkAwRiq6U6xouLreQZMwQfpSxMt2IMmW+mSnzHBJRaUBK0YArFaLBkKEQDSIphUppLj7/8/6e/96d8+0Me3/PPuesvfbr+XjsR539XXvttc6w3nt9xw0MAIAAG/hPAACQCgIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEACoZOPHj7cWLVrYDjvsYFWrVrX69etby5Yt3fMJG2xQ+uU6lW0yqWLfDQBQSPfu3W2PPfawgQMH2oIFC2z58uUuOE499dRCgZBKOKSyTSZV7LsBAJImT55sdevWtV9//dUvcjp16pT8fyrhkMo2mVSx7wYASGrbtq117drVf7pIqYRDKttkUsW+GwAgSW0d06dP958uUirhkMo2mVSx7wYASNpss81s5cqV/tNFUjik8qhIFftuAICkdAOkNKlsk0kV+24AgCSqsAAAQdSI/tRTT/lPFymVcEhsM2rUKDvmmGOsevXqVqtWLbvgggts3rx53tZlV/oRAQDKhbrx1qtXz3777Te/yOncuXPy/+kEyFFHHWWDBw+2OXPm2JIlS1x34KOPPtrbuuxKPyIAQLnRQMI999zTXnnlFVu4cKEbSDhhwoSMDiT8448/bIsttvCfLrOi3w0AUGHGjRtnzZs3t5o1a9qmm27q2kZatWrlgiShuHAoqKhtli5davfdd5+ddNJJflGZrf9uAIBYSHTt1RxbqTbWp4MAAYAYW7x4sd1xxx3WpEkTv6jMCBAAiDmFSLVq1fyny4wAAYBKMHfuXPvzzz/9pzNCU8N/9tlntmLFCvvxxx/tiiuuoA0EAOJg7NixVqVKFevRo4dflBHDhg2zhg0b2uabb2516tSxdu3auaniM40AAYAKluiiq7uEbEaAACjW+HnjrcWIFrZD3x2sao+qVr9/fWs5qqV7PmGD7lxG0qHeUBtttJEb7Jft+MkDKFL3Kd1tj5f3sIHfDbQFKxfY8jXLXXCcOuLUQqFBgKTn8ssvd3cfqmbKdvzkAaxn8oLJVveluvbrimJWyvu0wEp5BEjKNNJcvaG0hO1ff/3lF2cdfvIA1tN2TFvr+lWKK+URICnTiHDdfXTr1s0vykr85AGsR20d0xenNnKZAEnN6tWrbeedd7btttvOli1b5hdnJX7yANazWY/NbOXaFBc6IkBS0q9fP3f3ccstt/hFWYufPID1ECCZd+CBB7qJEjWAMC74yQNYD1VYmTVu3GSrWnUHO//88/2irMZPHsB61Ij+1NcprpRHgJTqmmvesn/9q4tNmfKDX5TV+MkDWI+68dbrX89+W1HMSnmfFlgpjwAp0axZv1vDhs9a+/bD/aKsx08eQJE0kHDPAXvaK9+9YgtXLnQDCSfMn8BAwjTdd98H9u9/d7cPPpjlF2U9fvIAijVu3jhrPqK51exT0zZ9blPXNtJqdCsXJAkESPEWL15pjRv3tNNPH2AxGDe4Hn7yAFBOevb8zN19DB48xS+KBQIEAMrB6tV/2gkn9LNjjuljK1eu8YtjgQABkDFzl821ez+/17WZ5LrXX5/q7j66dfvEL4oNAgRAxrz6/auuTWSfgfvY7KWz/eKccu65g61Rox7222/xmLakKAQIgIy69ZNbXYjs8sIu9vXCr/3inHHllW/G+u5DCBAAGdft625W5dkqVqN3Dfvg5w/8YsQEAQKgXAyeOdjNqbV5z81tyPdD/GLEAAECoNyMmTvGtnl+G3c3ooGJiBcCBEC5+nLBl7bzCzu7dpE7J97pF2cl9a5q2rSPzZy5yC9K0jZxR4AAKHez/phlew3Yy4VIu/fb2dq/1vqbZBWFw6uvfmMXXTS02BHmBAgAZIgmZmw0pJELEU2PsmLtCn+TrJEIB02QqCApCgECABm0bM0yO/l/J7sQaTK0SdYOOEyEw+zZi61ZsxdswYLl3hYECABknKqvLnzvwvwBhzftY7PnZt+Aw4Lh8MILk+zmm0cXKM1HgABAObnltVtsg/obWJ06dezrr7NrwGHBcPjzz7/sggtes/HjCwchAQIA5eipp56yKlWqWI0aNWzs2LF+cWT54TBjxgI77bQBtmLFukkT/W3iiAABUKkGDRpkm222mW2++eY2ZEg0BhxqHY9x4360Z5/91C1He/TRfeyUU/ony4sKh+7dJ9rjj3+Y/LqobeKGAAFQ6d577z3bZptt3N3Is88+6xeXq1Wr1tqXX863l1760m65ZbS1aPGyu/gXfJx55sC8u6WPk68pKhw0fXurVoNs2rQF7uuitokbAgRAJEyePNlq165tG2ywgXXq1MkvzhgN/tNU6w8+OM7NmHvIIc8VCovjj+9n1103wp5//nP76KOfbOnSVf4uig2Hr76ab23aDHHtIsVtEycECIDI+OGHH2zPPfd0IdK+fXtbu7ZsAw7nzZvnqsXuuaentWs32I444vlCYdGkSS+75JLh1qXLBHvnne9t/vyl/i6KVFI4PPLIeBsw4KsSt4kLAgRApPz222/WqFEjFyItWrSwFStSG3C4dOlSGzNmTN4F/BE7/fTT7W9/+5vbhx7bbnug7btvJ1fFdM897+eFyjeuqqm4UeSlKSkc1JDeuvXgEreJCwIEQOQsW7bMTj75ZHfxb9KkiS1aVHjOqT///NO++OIL115y8cUX2/77728bbbRRMjD0qFu3rp1xxhn26KOP2vjxn9jy5etXRaFsCBAAkbRmzRpr06aNC4N//OMfrsvvddddZ4cffrhVq1atUFioAf7444+3W2+91YYOHWq//PKLvzuUAwIEQKTdfPPNhcKiatWq1qBBA+vQoYP169fPvvmm6LmookC9u+bN+8N/OjYIEACRpjuRDTfc0HbddVf7+OOPbeXKlf4mkXXssX3dAMM1a/70i2KBAAEQabNnz3Z3HhdeeKFflDHTpk2zd99911V/9e7d2/2rr2fMmOFvmhYNLFRj+osvTvaLYoEAARBpH374oQuQ2267zS8KpoGLHTt2tIMPPtg22WSTQlVk/kNVZo0bN3btKx999JG/qxItW7ba3YUceeTztnBhar3JsgkBAiDSBg8e7C7kTz/9tF+UFjWs33777W7yxkQ4bLHFFnbooYda69at7ZprrrEHHnjA3YHoocGM7dq1c+WaaiXxGjXoP/744yl3Lx469Ft3F6Luw3FDgACItCeeeMJduIcNG+YXpeT333+3G264wc21pf3suOOOduWVV9r7779vq1al1rVXYTFq1CjXK6x69epuPzvssIN1797ddSkuiUala8R7w4bP2tSpv/nFWY0AARBpN954o7tgf/rpp35RqQYOHOgu9Hq9Rrj36tUr5dAojgLp3nvvte22287tV9VgpbWVfP75z9agQXe7+OKwEIwqAgRApJ133nnuQq1pSVK1fPlyu+CCC9zrNEZEVU7qzZVJGjHftm1b9x5bbbWVq2oryU03jXJVWaNGfecXZS0CBECkHX300a6hu7SqogQFje4KdGE/4ogjbNasWf4mGaW5trbddls3Er5r165+cZLGgzRu3NP+7/9ecjMAxwEBAiDS1Gitea1S8fPPP9see+zhwuPyyy8v82SMqdJgxsTcWyWFiNYM0V1Ijx7pV8dFEQECINK23HJLN7liaRYuXGh77723u4jfc889fnG5+/HHH12I6E6kuOosTbR40kkv2mGH9Ux55t8oI0AARNbixYtdIGhSxJKoektzYWnbTI4XSZfuRFSdpTaR6dOn+8XOiBEz3F3Ibbe94xdlHQIEQGRNmTLFhcJVV13lFxXSuXNnt92ZZ57pF1W41157zU29onaY4tptLrpoqOuVNWlS6h0DoogAARBZI0eOdMGgAX7F+eqrr9xo8Xr16tkff0Rj4sJE7yyNEynKN9/86saFnH/+a8FrkkQBAQIgsjQiXBfiF154wS9KOuaYY9wn/tGjR/tFlUZdfDVORGNQ1KW4KJ07j3FVWcOHT/WLsgYBAiCy1BiuANHEhkVRaKhcKxdGjQYb6tg0kr4oCxYst8MPf96twa45s7IRAQIgstQVVxdhzZZblBNPPNHdfXz55Zd+UaXTiHU1pqsbcnH69PnC3YV07ZreJI1RQYAAiKzmzZu7ANEStz51m61SpYodddRRflFkaAp6Hb/WMSnK6tV/5t09vWyNGvWwn35a7BdHHgECILIaNmzousUW5bHHHnMX5759+/pFkZHoBHDLLbf4RUljxvzg7kL69p3kF0UeAQIgsmrXrm377LOP/7RzwgknuDuQX3/91S+KDM3iq6ngNSV8SbT0bTa2gxAgACJJkx8qII477ji/yFH7wgEHHOA/HTlNmjRxIVJR06pUJAIEQCT99NNPrvpHa3D4EsvcasbdqLv44ovdsX73Xcmz8Koaq2nTPjZz5iK/KEnbRAkBAiCStHysLrxaStanJWlVVhlzXqXr/vvvd8f6zjslT12icHj11W/cKPXiBhcSIACQgldffdVdeItaylarE6rsqaee8osiR8evY9W07yVJhEP79sNdkBSFAAGAFDz55JPuwjt06FC/yPr37+/KNFI96hKj6XXMJUmEw+zZi61ZsxfcQEMfAQIAKUgsZTtx4kS/KNZ3IPLCC5Ps5pvXn5qFAAGAFJx//vnuwqtFonxxbQNJ+PPPv+yCC16z8eNnF9iCAAGAlGiSxOKWso1rL6yCZsxYYKedNsAtQpXgb1PZCBAAkbTnnnuWuJRt3MaBFBUOWgL38cc/TH5d1DaViQABEEnVq1e3Qw45xH86KU4j0aWocNBcWa1aDbJp0xa4r4vapjIRIAAiJ7GU7emnn+4XJcVlLqyE4sLhq6/mW5s2Q1y7SHHbVBYCBEDkaG1xXXg7dOjgFyXFYTbegkoKh0ceGW8DBnxV4jaVgQABEDmjRo1yF96SlrKVbF8PpKCSwkEN6a1bDy5xm8pAgACInD59+rgAKWkpW8nmFQnjgAABEDmJi29pYyckW9dEF03h/t13C/2nswYBgsyaNMmsVSuzWrXMNtkk/9+WLc2++MLfEihWYinbqVOn+kXr+eqrr6xq1apWr149++OPP/ziStG2bVt3/N27F1/l9Mcfq/L+NF6xQw/taWvWrD/WJRsQIMicAQMs7yOXWZcuauFUH0SN+DJ7/HGzHXfMLwdSoCopXYCXLl3qFxWpc+fObvszzzzTL6pwr732mrsjOvjgg4scBCmrVq21iy8e5to0snU9dCFAkBnTp5vVrKml1fySfHp+++3ztwNKcdBBB9k222zjP10sXaiPP/54FyK33XabX1xh1HtMS/Cq8Xx6Mb/r6o57ww1vu/C44453/eKsQoAgMy67zOzOO/1nC1O5tgNKsfPOOxe7lG1xFi5caHvvvbcLkcqYI0vdijVyfqONNrLBgwf7xUn33/+BC48rr3zT1q4t+g4lWxAgyIw99lBltP9sYboL0XbIeatXry52bISm/Nh4443t2GOP9YtKpYkX98j7HVOIqB2ltOlDMkV3HgoPvW/Xrl394qSePT9z4XH++a8VmuMqWxEgyIzNNlNndf/ZwtQbZfPN/WeRg7p16+Yutuecc44tW7asUFliKdv//Oc/hZ5P1bx581z7g/ZxxBFH2KxZs/xNMkrTtKvaSnceJYXH0KHfuvBo0eJlW7SolL+VLEGAIDMIkJS9/PLLed+Gzd1FR1Nd5KJevXq5C7we+++/f6GZajX2Q8/vuOOO9uabbxZ4VerUdVYz9Wo/akt5/PHHbc2azH7iV1fdRG8rtXmUVG31/vuz7KCDnrPjj+9nc+Ys8YuzFgGCzKAKq1SfffaZHX744e6Cs+mmm7ppOPT/U045pdgG17h6++233bnXr1/f/aswTYRFYi30xENtIc8995ytXLnS20vpBg4c6MZiaD+a3VfBtWrVKn+ztGiEucapaJyH9qu7nRkzZvibJU2aNM8aN+6Zdzf0vE2d+ptfnNUIEGTGpZeaderkP1tYcY3oGiPSoIHZM8+oAtwvzXq//PKL+6SaCAxV22g9i2+//dbNKJsIlP/+979uEsFcMGXKFHfemutKF/ktt9zSVQF1yvsdUlCoDUQz2LZr187NZqttFQR33HGHzZ8/399diXTBv+GGG9xdX+LO5sorr8y7K3g/5TDRrLqaXqVNmzZuluDE8WicR3FddeX77xfZ0Uf3sUaNetgnn8zxi7MeAYLM0IAvddMtrRvvtGl+SX5ZjRp5v415v4777Wf27rv+FllJDcUPP/ywbb311u6C0yAvJMeNG+dvZm+88YabLylxcdOn5JIuStlEdxqnnnqqTZ48udDzS5Ysced72mmnua+//vrr5Pfg5JNPtp122snq1q3ryjRdu8Z56HujcgWKAlkDCNOhIL/99tutTp06ybubLbbYwq3X0b59e/ceWr888VCYKcAUZIkQ00PHqSoxhUpJ5s9fmncuL1rDhs/ayJElLyaVrQgQZM5LL+UPJNTAQQ0g1EDCn34y01xAel7lxVmwQMOPLe+jZ36QaBrvmTP9rbLG66+/nuwNpIvh888/b3/99Ze/WZLC5pFHHnH19XrNv//9bxs7dqy/Wda55ppr3PnoDkvVPgV7RSlYVf2ToLsvhU3iQq07toLVVvq/wnXfffdNbqM7uLfeeiu5Taq0JG7Hjh3d+2vVw8T+inpolHvjxo3t1ltvddVrqViyZJWdffYrrtH85ZeL+VAVAwQIMuvzzy3vL8fyrpr5U5loBLq+/uwzf8ui6VNl06b5IaKGea2jEJHpKVKh7pyJAW268Nx4443u03aq9ClZS6Amqrtat27txhdkK1XL6TwSwagBgqq+ErVtaLxHQQpZjeFInH9xU5mMGDHCmjVrlrzI//Of/7SePXsGtZPItLw743fz7nyHDh3q7j70r74uqW2jOCtXrs67Q3ot60eZp4IAQTQNGWJWv35+kOgiE+FFg2TRokV21VVXJT/N6pN0yMUn4fO8IFYXVO1L1Sx33nlniZPyRZUWUtI56GKsaiL9X9VBDz30UN7nhKYuKIrqHaXeadq+tHNW1ZcCN1HFpGouVT0piCuDqh5btbrU6tRpabffPsIvjh0CBNGlBs7779fi1/lBouVNP1y3PnQUqErm6aeftu23395dwPSpWo2tmaIGZrUFaN8aqNa/f39/k0hQgPrtHKKLuY59/Pjx7mu1iSQG3KnRXP9m4g5LgaGQTfS4UqBccsklybudinLppZe692/e/Py8YIxfhxAfAYLK8frrZql+Qv/5Z7M2bSzvimO24YZm559vNqfye7RoqvH99tvPXTBq1KjhBpEV9Wm6rNRYqwbeatWqufdSo++nn37qb1ap1DtJx6ZqpS8KzLycmJZ9zJgxyefU1pFYqU+PDzP4oUBVWD169HBVWon9a9EpBVd5u+uuu9z7qV3FHxwZVwQIKp7aBNRYvummZh075n+dik8+MWvcOP9uZMstbeXdd9uawDrvspg5c6Zbq1sXC3U3veKKK2yBOgGkQV1LdWdx1lln2ffff+8XF0kjtM8991w306s+vV900UVpd2ktLwo1HZe+J/q3VatWrl1BVVV6rqi7MvU+Oz/vw4C+F+Xhf//7X7I9Sg+FvTozpNp1Nx0KLb2Hemip11iuIEBQOdRzRoMKFQZqcO/VSy2o/lZFe/FFszp1bGDea/9vt91s0KBB/hblQmtNqE5fjeO6WKgOX3XwIXQRSzQCq7pFPXxSnbpc1UFqjNZr1ZNJF+nyuCimY7e8n8Puu+9uH3zwgQsTHZvagzR4T/8PHVGeCVruVmGb+LmpV5zuFjJ1oR82bJj7IFG7du2UPwzEBQGCyqNuvo88ov6c+UGiwYQpdl39a9kyG3r77cnBYUcddZRN0mJW5UA9g7TEqi4Qei9dKNVLJxO0dkRiNLZ6JPXr18/fpEg6JvUWqlWrlnvt3//+dxs+fLi/WYXQsejifOSRRyafU2D861//Sn7610W2suluTeNAatas6Y5JvztqqFfPuVAa16NODgry8vr9izICBJVPPWYuvtisSpX8IGndOn9BqhT88MMPdvbZZ7sLgnr06IKgOYoyZcKECcmJ+TTf0QMPPJDxT/van9oKEiOcGzVqlMZ4gyV20003JT9dH3fcceXacPzss8+6wX99+/ZNdk/W5IV6b1WvFaRgeemll9wiT5olNyrUpqTzSEz9rio3DV5Md0lcfZ81nYnuINXLLBcRIIgOjSE5/PD8EMn7VOemRimlG2eCpqU44IAD3AVB8yp16dKlTA3ac+bMsfPOOy/Z3qBGX10oy9PcuXPdDLR6Tz00GaCeS4UmI0ys4qeqI00RovUxMkldVBOjwfXQhbN58+bJnlYa85Jt1A6jaeMT56SJHXW3WdqHBLVHJdb+UE+5XEWAIHq09K2msVCQ5P2R2ssv+1sUSRc4TbpXcPK8dEcpqxfP3Xff7eZm0j40AnnixIn+ZuVK62ToLkTvr7sS3Z2UdkFL0KfoRA8kfTrWtOmZWhNDIa39KljV7pJoh0k8SprKPOrUBVk9yRJ3cqoa1IDGou5m1WU58T1+8skn/eKcQoAgmjTPUOfOZtWq5QdJkyZmKXZdVa+e66+/3k2foT/yk046qdgRzQWpMV6NwXqN5kt6UY31lUjtIbvssos7nnr16tmrr77qb1IkBYaCIzFbrKb+SLd6pihXX32121/BLrlqNL7vvvtcb7KyDJyMCt1lqkNDYlyP2kkuu+yy5O+Pqr8SMyrffPPN3qtzDwGCaNOcWqpbz/uD/XWjjWxAGl1X1Y1Uddv6Y1eYXHfddUV2GVXjpxqAExcMzfgalX786pmlNb4TI62PPvroIgfsFUVVWJp1Vj2E9FpVcRVcd6MkqqJRvb4amBMLMu26667u7i5TdzRRpqB45plnbK+99nLfu0Q7ySGHHOK+1t0KCBBki/Hj7a2GDW3fDdZ1XdUEhKlQNVaiO6l64KiaS9Vd6sap2VYT8y61bNmy3FevC6XOAvqUr+NUIGjEc1HVK0VRY2+inl9VNGp0V5fk4mi/6hGm7f2Hpg3JNZoY85hjjkl+D9S7rCzta3FCgCBrqFePBoKFdF3VH7wa1tXArtfqApno9XTggQe6+v1soOqjRPdYnUs6K+2pK62+Z3qtvofqBlzUDMFqGNc2atDXXZv+1ZgVhZDGVOSqRx991H1fVMWFfAQIso66j6rHT0jX1QEDBiRnhlV1lUYQZ9vaGzpedUNNjGdQNYtmp02FGuMffPBB1yVZr1VDeGKeKtECSXpe038UFS65TI3nqsrSCpLIR4Aga6k+P/FpubSuqxpXUXA5WTWMlne33PKm9pxrr702OQOw6ujV7pMKtSNpdLa6oeqiqBDWSokaFKeuuqm2M+UaTVWi7w/yESDIeql0XU2MIk/nIpst1ENIdwyJcNTyrakujatJGQ877DD3Wj3UUJ6rg+JSoS7M+j6pTQoECGJCgfHUU08V6rqq2XITVFWjKq840+SBic4C6i2VTvWcpqQv+P1C0TTuQ9/fXB48WBABgljxu65q2g1Vdan6Sm0ecaeeaY899liynSebOghkA1WF6vuqcUYgQBBTftdVTTuRCwGSUFQX5VSrtVA8dULQ75NmHAYBgpgr2HVVDca5puAgyaiuZphtNLmmFvfy29lyEQGC2NOnRk2Zrt5KuSqVqVyQGlWRKpALrryYqwgQ5IRcaQNB+dMcZQoQjcXJdQQIcgIBgkxRN3AFSNu2bf2inEOAICcQIMgUjdCvUaOG6yqe6wgQ5AQCBJl0/PHHux5uJU1KmQsIEOQEAgSZpCn2VY313nvv+UU5hQBBTiBAkEmaBVoBookpcxkBgpxAgCCTNNmkAuSMM87wi3IKAYKcQIAg07T8sZY+zmUECHICAYJMO/vss91dyNy5c/2inEGAICcQIMi0Rx55xAXIkCFD/KKcQYAgJ3TJC5BrCRBk0AcffOAC5Oabb/aLcgYBgpywNi9A1hAgyKBly5a5ZQOaNm3qF+UMAgS5IS9AjABBhh1wwAG29dZbp7xwV9wQIMgNBAjKgdZcUTWW1p/JRQQIcgMBgnLQs2dPFyC9e/f2i3ICAYLcQICgHHz55ZcuQC677DK/KCcQIMgNBAjKgdo+qlevbg0aNPCLIqX7JRsU+yiLsr0ayBYECMrJUUcdZZtuuqmtWLHCL4qMsgZFccpnr0DUECAoJx07dnTVWOPHj/eLIoMAAcqCAEE5GTx4sAuQLl26+EWRQYAAZUGAoJzMnj3bBUjr1q39osggQICyIEBQjnbeeWerX7++/3Rk+A3nmWhAl7LvAcgGBAjKUYsWLWzDDTe03377zS+KhEyERVHKZ69A1BAgKEf33Xefq8Z68803/aIKsXb1Cps/80P7clQXG/1cK3vj8eNtxdJ1YUaAAGXRrJlZzZr+s0BGjB492gXInXfe6ReVi4Vzv7ap43vb2P5X2OC7D7TnLt2kUNXUy7f+3ZYvnpfcngABymLmTLOPP/afBTJi8eLFttFGG9mJJ57oF5WZguD7L4bYR6/dZG88dqw9f9XWhcKiV4fqNvzhI+3DQTfY95+9aksX/eTvggABgCjbe++9bfvtt/efTsvSpUvtvffes0F9HrbhT55mL3asUygsnm1fxQbd9S/74IX29s3YHrbgp8n+LopEgABAhLVp08ZVY82YMcMvKpKmQfniiy+se/fudvHFF9v+++/v7mK0j4P/voHdedYG9tJNdW1k9zNt8shH7ecZY23NqmX+blJCgABAhD399NPu4v/SSy/5Rc6sWbNs0KBBdu2111qTJk2sWrVqbvvEY5tttrETTjjBbr31Vnvn7WG2dPGv/i4ihwBBfE2aZNaqlVmtWmabbJL/b8uWlvexz98SKLNPP/3UBcHVV19tv//+u40YMcLuueceO/XUU22HHXYoFBZVq1a1hg0bWocOHaxfv3727bff+rvLCgQI4mnAAMv7qzXT9BI//mi2erWGDJs9/rjZjjvmlwMZsGrVKps4caI99thjbixIlSpVCoWFHnvuuaede+659sQTT9gnn3ziXhMHBAjiZ/r0/C67X37pl+TT82rs1HZAmqZOnWovvviiXXXVVXbQQQe5uwk/ME4++WS766677K233rJFixb5u4gNAgTxo8V9SuuPr/IcXQQIqdPI8mHDhtntt99uzZo1s2233bZQUGyxxRZ22GGHuXaNV155xS666CL3vO5IcgEBgvjZYw+zr77yny1MdyHaDpFXsBur/8ikVSuX28cfjXNVUWeddZbVq1evUFioemq//fZzIfHMM8/Y559/bmvXri20j/79+7ttu3XrVuj5uMrsTwCIgs02MyttcZ/ly5naJEtkOigSNIbi23G97IMXL7XBdx1g152yse1Ze11g7LLLLnbaaafZQw89ZO+++6798ccf/i7W891337nX/uc///GLYql8fjKoUKpjPfvss92qaDfccIOtXLnS3yS3ECCxkokAWbZojn3/+Wv24eD/2vBHj3ajtwveyTzfYSvr0/kYe+rhG+21116zn3/+2d9FymrWrOkGFeaCsv9kUGl0+6xbaY1+1aeeTTbZxP2rW28tcpOzqMKKlXQDZPWKJTbn23fsi7cesBFPt7B+/61dKCw0b5Tmjxr70uU2ddzztnBOKb8raTrppJPcgEBNbxJ36f1kKgJ991OiW2rVxyowatSoYU8++aT7hb3tttvyPlhv7p7XWs2TJ6c21UGsXHqpWadO/rOF0YieNVIJkD/XrrZxA66yVzrtu147Sf9b6tuo51ra5FGP2fzvJriZa8tTp7zfPf39jRo1yi+KndJ/MhWJvvulmjlzpp1++unuF3TjjTe2yy+/3BYsWFBomx9++ME1Aia2uTTvghrVdQrKxdSp+d10S+vGO22aX4II8gMh8ShoxZJfrOflm1vva2rY/548ySYOu8NmTX7dVi4t/LdREf73v/+5v717773XL4qd6AQIffdLpAa8W265xTbbbDP3y9m0aVP7qpRqmjFjxtgBBxzgtlf3w8fzgnjNmjX+ZvGk6ST0YUQfPvQhRB9GfvrJ7Ikn8p8vZroJRI8fFsX5668//acqhT6sqcdW8+bN/aLYSe0nUxHou1+svn37uiUzFQRaNnPIkCH+JsXShG3PPfeca9jT6/faay83xUJs/P672W23mT3zjF9i9vnnZmefbbbTTvnVobqL1deffeZviQhLNUCiZPfdd7fatWv7T8dOdH4yNHyu58MPP7RDDjnEXfi32moru//++4OnQNDcPNddd53rqaX9aaTstGyuwskLxrxkzL9rzTsfO+00fwvERDYGyDnnnOP+zn5UVXyMRecnQ9fLpDlz5tj555/vboPVm0PTRJelW2FBmoZBi97ol1thcv3112dfb5ExY8wOOCA/OLbdNr/NLFeq5nJQNgaIqov1N6bZd+MsOj8ZAsSN37j77rttyy23dL98jRs3dhOvlQc19GmCN72PZgrt0aOHq+6KtB9+MDvrrPzgqFLFrH17VTj7WyFmsjFAJkyY4P62/vvf//pFsRKdn0yOV2Hpk8puu+3mfunq1KnjJmsrb6tXr3bTNiTm9znwwAPt/fff9zerfMuWmd1+e/6HB4XHUUeZ5WL35ByVjQGiD4O6wz/yyCP9oliJzk8mR/vuT5o0yY3X0AVc4zc0adsyXTAr0K+//mrt2rVLTkPdsmVLt/hNJLzwgtkuu+QHR716Zrk8QBJZpUGDBla9evXo39mXQXQCJLTv/qefmm28sVmTJpb3cVrLfhUujyh19Wvfvn3yoq2pSDR+ozIpzPSJKRFmd9xxR4WHWdLHH5sdemh+cGy5pdk99+hjnb8VEFkao7VNtQ1s6jfFXNNiIDoBIiF99+fP19wBlne/mH+x0eOgg8zuu88sxbWJK5LGYXTp0iVZbaRxGlGrNqqM6rQkdRbQRHQbbWS24YZmF1xgNneuvxUQee+80ccuPGoD+2hkT78oNqIVIBLad1/jAfr0MTv11PwG+USY7L9/ftXYlCn+KyqcFpcp2HCt8Rllub1dvny5m1Ja05oMHz7cevfu7f7V13pe5aEqskFf1D35lbzQn5B3y+9+boccYvbRR/5mQNZY9PM3rv3m/X6X+EWxEb0AyYSlSzUxf36PnWrV1oVJ3sXbDTorLYwyTF1nNcFawa6zGpeRru+//96FjqYp0UAl7a+0h7bT9nqdXp+uoroUz5s3z9+sTDT7qQZIbpZ3vI/svLOt7dvX3wTIPn/9Zc9fvY0NuutffklsxDNACtKn8FdfNTvvPLOttloXJmqQVRe7CRP8V2RMJgbvaQoTXfwTAwoTj1133dWFklZCu/POO61Xr17uDkT/6ms9r3JtV/B12o/2l8raBgVpUOPBBx/s9lHWQY0JmorlmGOOcfvUFC233nqrrVD4AzHx+mNN7bn2G9uaVZXUlljO4h8gBemC9+ablvcx2my77ZJh8l6dOvZohw5u7qi/8j41lJU/fYiqrVR9lQ4N7uvcuXOyrUQh1KJFC+vZs2fao1u1vV6n1yfCTPvV/tMZRKjvTZ8+fdwUDYm7m3SmVUnQ5I+XXXaZm+hR+znjjDOC7o6AqPt4yC2uGuvnadFq58yUyg8QfSK/6ab8BvOKpJHLmm65XTvrvtNOttX//4S+U97/1aVVUzGHTDzoT2CoBvN096NBfdvlBZz2oYv1ww8/bPPVWSADtB/tLxECeh+9XzoSEztWrVrV7UMTO3799df+ZuvR90HTzmv6eb1u//33t/fee8/fDIiNH74Y6gJk0tsP+0WxULkBoi6ie+2VP6q4Ervf6pO1LvxXXXWV63WUqO7RxVV1/m+88Uap1TXqgquuuHqduuaqi266U6jrU3iiG60ushrkV16rC2q/2n/iYq73TfcuwJ9a/oorrlhvavmEkSNHulXatK0WwOrevft660kDcbNs8c8uQEY+e5ZfFAuVGyBt2+ZXI+V9mo0STUOgKQi0sl8iTFTvf+6559qrr75aqHeTxklo8F9ZF3FSFVfiYt6qVSv75Zdf/E3Khd5H75cIrXSr2sRf3Kpr167Ju67p06fbKaec4sq0YuI111zjluAFcsWLN/7NXrqprv90LFRegAwcmB8eGiyWZhVPRfrss8/cKn+J7rd6VKtWzfVsUqDssssu7rmyLCP76KOPursWdZl9+eWX/eIKoffV++s4dDzp8pfX1fdLjfiJNpdmzZrZt99+678MiL2Rz5zh7kKWL8lMNXSUVE6AaMT1NtvkP9KsNqlMU6ZMcQ3PqrtPhIk+Vd9zzz3BVU2J5S8VQF8WNwq/guj9E3ddOq4Quru4+uqrXbdf7Ufdc99UxwUgR00a8ZALkFmThvtFWa/iA0R3G4kpKrJ4iVp1l9UFUo3JoRRG2ocWedJ4iyjQceh4dFw6vlCJaitVYQG5bO60MS5APhlyq1+U9So+QG69NT88LrrIL8kqb7/9trtAhlT3SL9+/dyndFX1VFR7R6p0PDouHZ+OM4R6sun7k27DPBA3a1YudWNB3uhynF+U9So2QN59N7/HlUaEV9YkfRlSlgDRoDx1gdV0JurJFEU6Lh2fjlPHmy4CBFjnlc77We+rt3Wj0+Ok4gJEXVo1LbfmqfriC78064QGiMZQaACe2k7GjRvnF0eKjk/HqeNNd+Q6AQKsM6ZvW1eN9fv89GaiiLqKCxBNcqiqK820GwOhAdK2bVv3Ok1UmA10nDpeHXc6CBBgHY1Ef/3RY2zl0qLHSWWrigmQrl3zw+Pkk/2SrBUSIKoK0oSEjRo1KtMsvBVJx6nj1XGnU5VFgADxV+4B8pcG1anaqnZtLX3nF2etdANEo901GaEuxBMnTvSLI03Hq+PW8ac6VxgBAsRfuQbIyuXLrfvee9tULQ40erRfnNXSDZBhw4a57S+88EK/KCvouHX8Oo9UECBA/JVrgFxyySVWI+8i8pomS4yZdAPksMMOc6O8Z0RwlcRU6Lh1/DqPVBAgwDpqQC/ukc3K7ei1LKouIFp/It3ZaLNBOgHy8ccfu201/Uk20/HrPHQ+pSFAgHWyPSiKUy5nNWvWLDeV+dZbbx3ZcQ5llU6AXHnllW7bbJ+6XMev89D5lIYAAdYhQFKkSfVUzaGLR38tKxtTqQaIvh877rijmyY+1QboqNLx6zx0PqVNxU6AAOsQICnS1Oa6cGgdjThLNUDGjh3rttMSs3Gg89D56LxKQoAA6xAgKdCiTGpo/cc//mFLY762daoBopl6tV1cZqTVeeh8dF4lIUCAdfyG8zg0oEvGzkAr0al6Q3MnaQ2NuEs1QI477ji3Wl86a49Hmc5D56PzKgkBAqwTh7AoSsbOqnnz5u6CoWVSc0GqAaI11vfZZx//6aym89F5lYQAAdYhQErQrVs3d7E48cQTs76hOFWpBIg+rWtK9BYtWvhFWU3no/Mq6a6KAAHWIUCKoVXstB54rVq1IreuRXlKJUBUladttL56nOh8dF4lVVUSIMA6BEgRli9f7qozNE/SyJEj/eJYSyVARo8e7bZ58MEH/aKspvPReen8ikOAAOsQIEVQQ6ouEh07dvSLYi+VABkyZIjb5umnn/aLsprOR+el8ysOAQKsQ4AUQT2udPcxadIkvyj2UgkQDaTUNr179/aLsprOR+dV0kBRAgSIvzIFyPDhw12A7LfffrZixQq/ONZSCRDuQAgQIM7KFCBy/fXXuwvFFVdc4RfFWioBQhsIAQLEWZkDZNWqVdagQQPXrXPo0KF+cWylEiD0wiJAgDgrc4DI9OnTrXr16rbddtvZTz/95BfHUioBsmTJEhesGmQZJzofnZfOrzgECBB/GQkQ6du3r7tgHHnkkVmz3ndZpBIgUrt2bdt77739p7OazkfnVRICBIi/jAWInHvuue6icdddd/lFsZNqgDRr1sxNMLlw4UK/KCvpPHQ+Oq+SECBA/GU0QFSlsfvuu7vJ9saPH+8Xx0qqAfLAAw+47eLSPqTz0PnovEpCgADxl9EAES13uummm1rdunXt999/94tjI9UASSxne9lll/lFWUnnofMpbVlbAgSIv4wHiCS6eWb7GuAlSTVANLnkrrvuajVr1rTVq1f7xVlFx6/z0PmUNmkmAQLEX7kEiC4uiWlOevTo4RfHQqoBIjfddJPbdtiwYX5RVtHx6zx0PqUhQID4K5cAkZ9//tl22GEHq1atms3+5hu/OOulEyDffvutG7GvHmrZTMev89D5lIYAAeKv3AJERr/5pnXYcEObuP/+ZitX+sVZLZ0AkdNOO81tn62dC3TcOn6dRyoIECD+yjVAZOG11+a9S97bdOjgF2W1dAPkk08+cYPvDj/8cL8oK+i4dfw6j1QQIED8lXuA2KpVZgceaHlXH82+6JdmrXQDRM455xz3mn79+vlFkabj1XHr+FNFgADxV/4BIlOnmm25pdn225vNmeOXZqWQAFG70FZbbeXahubOnesXR5KOU8er49bxp4oAAeKvYgJEnn8+vyrr6KPNYjDVSUiASM+ePd3rjs77PkR9yhcdn45Tx6vjTgcBAsRfxQWItG6dHyL33uuXZJ3QAJFEVdZ1113nF0WKji/dqqsEAgSIv4oNkMWLzerVM9tkE7MJE/zSrFKWAPnjjz/sgAMOcK9/6KGH/OJI0HHp+HScOt50ESBA/FVsgMiHH+YHyG67mWXxVCdlCRCZN29eXpbWcz2bHn74Yb+4Uul4dFw6Ph1nCAIEiL+KDxC57778qqyWLf2SyFu7dq29++67dvzxx7sLZKNGjYKX8/3uu++sfv36yeqsym4T0fsnqq10XDq+EAsWLLB//vOfbj8zZszwiwHEROUEiC6UTZvmh0ivXn5p5GgOqBEjRljbtm1djyRdGPXQp3T9q7mhBgwY4L8sJfqEn6jOUoN1Oj2dMknvm2gw1/GE3HmsWbPGnnzySatRo4bbz7bbbmvLly/3NwMQE5UTIKJurDVrmlWrprk+/NJKp7sKzf10wQUXuAthIjQUFtdee62NHTvWXRw7derkpmtRmQbblbTMa3HUxpBoWFdAaXGuiqT3SwSjjiOkzWPkyJG2zz77uH1sv/329swzz7i7NQDxVXkBIq+/nj/AMO8TbxSmOlm2bJkNHDjQWrdubVtuuWUyNLTGyc0331zsFOazZ89OBoAWW9Kdyi+//OJvVip1ld16662TYVTe055o/3ofvZ/eN92uuqLljE899VS3j0022cSuvvpqW7Rokb8ZgBiq3ACRvAtO3tVHH2H9kgqxdMkSN9JaczxtscUWydDQp+k77rjDJk+e7L+kWOPGjbMGDRokL8hqjE53CndVJSXCSA9NYKg7oXT3UxztR/vTfhPvofdLt+pMi4d17NjRrf2ifZxwwgkpTbIIID4qP0BUzfH226pA90vKz4IFbmDjtJNOshZVqyYvpP/+97/t7rvvtqkaOR9IU9k/n7fvnXbaye1zjz32yLvRet3frFQTJ050oabZb7UfrcPRvn17tyJgugt1aXu9Tq/XfrQ/7Vf71/ukQ+fXq1evQuf3xhtv+JsByAGVHyAVRY3C3bvnN96rG3HexW9Z3qProYe6MQ+Z7m6qT+g33nijVf3/AaVeW98ETGuvT/Vaf+Nvf/tbMujUeK87pObNm9sNN9xgnTt3tt69eycf+lrPq1zbJRr79dB+tL+QuwW1+yTusLbZZht75JFHMnZnBCD7RC9AJk0ya9XKrFat/Au9/lV33y++8Lcs3ezZZk88YXbEEZb3kTu/qkz/6ms9/9NP/isyTt1YC7YRXHXVVcFtBB999JFbi/zEE09M3gGU9tB22l6v0+tD/Pjjj65dSPtTG8/FF18c1MYDIF6iFSDqCrvDDmZduuiqpQr7/BB4/HGzHXfMLy/NzJlaU9esUaP8wNBDQaQ7j2efNZs/339FhRg1alShXkpPP/10mXsp6S7n008/deNSVEWluw/9q6/1vMrLQr3M7rzzzmTbkBrcP//8c38zADkqOgEyfXp+t94vv/RL8ul5zear7Xxqs7jrrvxp4xOhUbWq2ckn50/iuHCh/4pKoXESXbt2TY6T2G+//eydd97xN4uE/v37J6vN6tatGzzOBUB8RSdALrvM8j7u+s8WpnJtV5CmRqlSJT808j4p2+mnm73wggZXFN4uQjRS+4orrrCNN97YXaBPzzvmmbpzigDduTRp0sQdl8a3qD0ldKQ9gHiLToDssYfZV1/5zxamuxBtV5DaE+64w+yVVzSQo3BZxH399dfWtGlTd7FWY/stt9wSNIgvE+bPn28XXXRRstfXueee68a3AEBxohMgm22m4d/+s4VpWozNN/efzXpqt9BgRV24a9eubX369HHdZSuCelGpF1piAGPDhg3LfQAjgHggQCJi1apVrqeUVv7Thfzggw+2CeU85f3w4cPt73//u3u/WrVqufErFRVcALJfdAIktAorZjSJYZs2bVxVksZvnHfeeTYnw8sAT5kyxY477rhk1ZnGhZS1xxaA3BOdALn0UrNOnfxnCyuqET2mNEK8cePG7iKvebk0Qn5lGecLW7hwoXXo0MGNR9F+NdAwdMp2AIhOgKgrrrrpltaNd9o0vyTWXnzxRatTp4674O+22242aNAgf5NSabxJt27dbLvttnP70Vodo0eP9jcDgLREJ0DkpZfyBxJq4KB6AGkgoUaLa9S4nld5DtIswZrYcfPNN3cBoIkQJ2nEfgo0zmTfffd1r1OAPPXUU2UewAgAEq0AEY10Pvtss512yh9BrhHo+jpgnY24mTVrlrVs2dKFgaYU0bKxv/76q7+Zo6opTZaobTXe5Morr3RVWACQKdELEJTq/ffftwMPPNCFgyY1fOyxx5KTGmocidYuSUzieOyxx7pGcwDINAIkS2n98h49eiRXEtxzzz3deubqjquv1T1X634AQHkhQLLc4sWL7frrr09Oi6IeWw8++KAbVwIA5YkAiYlPPvnEtXlo6nUAqAgECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACC/D+tfmtmbT3CqwAAAABJRU5ErkJggg==)
| Product Number | 4H23-7-19 |
| CAS | 648859-76-1 |
| MDL Number | MFCD00209295 |
| Molecular Formula | C15H10ClF3N2O4 |
| Molecular Weight | 374.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory