![5,7-Dibromo-2,3-dihydrothieno[3,4-b][1,4]dioxine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACbKAAAmygH7riJGAAACCHpUWHRtb2xTb3VyY2UAAHicfZRta9swEMe/yqHXs578HOKUrGUwaBksLezdUGwlNcRSkZ2nb7+TkzYxyQxWfDrd72T975Tpw6HZwE67tramIIJyAtqUtqrNuiBvrz+CjDzMpiUGYaBpC/LedR8Txvb7PS3fdaMO1tDSNuS0Pjm09SBmH1Lr1kxyLtifl+dFzwS1aTtlSo1UW0/a3vlsS9X1X/GfLVij3K427BTOGrc7ZfsruX84PbQVuZzlEdfmiMKq3mhYWdeoDnaSU3z4N1hro53qdAXLI7pDGuHZZ9OXJ1tuG206NH2GulSbRee2JToau9HlFpOh8fOpII1AQHW2mTunjuAt71YClAQVgopAxaASUCmoDFQOSnAcAjXeaL/J6/FDF+S7g0dY4OiNXzj6XxRH+pIkUZ6CpELGCQgqJY8us34tpHHOJUQ0l2EOCZVxmny+zs5TCIEjZgzwpCIMIZA0jrIUAkFDLjMIUJc4yTFrxNPUT+MQ3ShYmMqvKVI8Pb2z6DJHJdiXFLPp0prqyoS6KsgSz+1DfutVK88yEbCu0g6P6RP40GtADgEv6hcwvweEQ8CXYByIhoAv2PgnxTdAMr5DMgR8M4zvkA4B3zrjQDYEfKONA/kQ6NtynPDrg9Kd23iUETfVu0LuaiXkjVj3EXbVX+zzWqJ5c2XZ1X1m+C82+wf83XfvXPluKgAARSRJREFUeF7t3Qm8TfX+/3ElDUqTbleDJg0u6sqNEEkqmi66jXJTmiSZKlQyFT8qdZPpNpAolSZEE0WhdG9JKELmKRnKkIjvf3/Wudt/fz/r7HPO/u7hrLX36/l4fB/X1Xet7ey1z3rvtdb3+/mWMAAAOCih/wIAgKIgQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE6yOkDu+NvfitTurl3b3HfJJaZfy5Zm9GOPmR+++srs2bNH7w4AEIMAidMeueEGs2TePL1LAMD/ECAFtNa1apk506fr3QIATI4FSH7kVtVv27aZ5fPnmwnPP2/a169vbdP+ggvMLxs26M0AIOflfIBoG9asMZ0uvdTa7u1Bg3Q3AMh5BEg+po8da23X64YbdBcAyHkESD42r19vbdeuXj3dpVA7tm0zU8aMMY/fdpt3RXNn9eqmVY0auhsAhBYBko8/du2ytmtds6busld+r7F03jzfbTBprSIhAgDZggDJh74C6RwJg3j0a/y8apXvQXy0yVUIAGQLAiQf08eNs7Yb2qmT7rKXfo2n27Tx/rfzZZeZaWPHmk3r1pmdO3Z4o7xe7NFDbw4AoUWAKBsjJ3w5+cdu990XX+hue+nXkNbzuuvMtl9+0V0BIKvkfIDIPBB54L18wQIzcdgw0+HCC61tRvXpozex6NeQ5xyrFy/W3QAg6+RUgCTS7rv4YjPplVcKrYmltxt6//26CwBkJQIkn9bnppvM3CKWMNHbfjFhgu4CAFmJACmg9W7e3KxcuFDv1qK3WbVoke4CAFkppwIknl07d5pNP/3kXXUM797dG24b3eaeunXN4tmz9SZ76dfYvmWL7gIAWYkAycf3X35p7q5Va+92MikwXjDo19i9e7fuAgBZiQCJQwooxm77wYgRuosnmdcAgDAjQOKQZx+x2/a75RbdxZPMawBAmBEgccjs8dhtZV2Q/CTzGgAQZgRIHDu2b7e2jVdQMZnXAIAwI0DiWLFggbVtp0aNdBdPMq8BAGFGgMTx5oAB1rYD2rbVXTzJvAYAhBkBkg8pntg6ZhivtBnjx+tuHtfXAICwI0BM3kRCWQNkzvTpZli3btZEQmmPNGsWd35HUV8DALJNTgWIS3uocWOzce1aveu9dH8AyBUESJwmZdlHPvqo2VrIuh56OwDIFQSIhEWNGt4ytF2bNvXKsX/08sveLa2i0PsCgFyR1QECAEgfAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghABJwoTnnze9brjBjH7sMbPr99/1fwaArEaAOJo7fbpVA+vDkSN1FwDIagSII1lgKjZAZM0QAMglBIgjWSPkznPOsUJk/cqVuhsAZC0CJAn/16KFFSAfjBihuwBA1iJAkiCBERsgfW++WXcBgKxFgCRBblnFBojc0tq4bp3uBgBZiQBJkjw8jw2RyaNH6y4AkJUIkCTJXJDYAHn89tt1FwDISgRIklb/+KMVIK2qVze/bNiguwFA1iFAUqD7NddYITL1jTd0FwDIOgRICowdMsQKkKfuukt3AYCsQ4CkwIoFC+zbWDVqmK2bN+tuAJBVCJAU6dqkiRUi08eO1V0AIKsQICny5oABVoA8066d7gIAWYUASZElc+daAdK6Vi2zfcsW3Q0AsgYBkiJ79uwxXS6/3AqRLyZO1N0AIGsQICn0Wv/+VoAMue8+3QUAsgYBkkILZ82yAqTNeeeZHdu3624AkBUIkBTas3u3ub9hQytEvpo0SXcDgKxAgKTYK337WgHy3AMP6C4AkBUIkBT7/ssvrQBpW7eu2fn777obAIQeAZJiu3fvNh0bNLBC5JupU3U3AAg9AiQNRvTqZQXIsG7ddBcACD0CJA3mTJ9uBUj7+vXNH7t26W4AEGoESBrs2rnTtL/gAitE5s6YobsBQKgRIGky7OGHrQAZ+eijugsAhBoBkibfTJliBci9F13kPWAHgGxBgKSJDN29p25dK0Tm/+c/uhsAhBYBkkbPduliBcgr/frpLgAQWgRIGv3nww+tAOnUqJFXtRcAsgEBkkY7tm0zd9eubYXIom++0d0AIJQIkDQbfO+9e8Pj5qpVzcjHHtNdACCUCJA0m/7uu+b6KlVMk4oVzaWnnmpuqFtXdwGAUCJA0mzrr7+ai047zdQ6/nhT7ZhjTKU//cl8+/XXuhsQTlJh4ZNPjJHF02rVMuaUU4w5+OC8dvLJxtSsaUzHjsZMnmzMzp16a4QcAZIBd95wgznliCPMsWXKmLIHHWS6PfSQ7gKEiwwGGTXKmBNOiJxFShStlS9vzMiRedsiKxAgGTBy+HBzcKlSpuS++0Z+j0qY0yJXJEBo/fyzMXIrVgdEUVudOnn7QOgRIBmwfv16s99++3nhEW2zZ8/W3YDgW7bMmIoV/aHQsKExw4YZs2CBMb/+asyWLXl/HjHCmMsu8/eXfSxdqveOkCFAMqRBgwZWgHSjxDvC5rffjKlSxQ6C44835v33dU+/jz7y3+6Sfck+EVoESIYMHjzYCpDKlSvrLkCwtWrlD4/Fi3Wv+OSKQ4dI69a6F0KEAMmQNWvWmH3/9wwk2ubPn6+7AcH01Vf2ib9kyby/S5RMpN1vP3tfjEoMLQIkg+rWrWsFSO/evXUXIJiaNbNP+jI015UM+Y3dV/PmugdCggDJoKeeesoKkGrVqukuQPCsW2dMqVL21ceqVbpX0a1enbeP6P5k3/IaCB0CJIOWLVtm9tlnn70BIn/+8ccfdTcgWF591b5ikFFVybr8cnufr72meyAECJAMq1GjhnUV8vjjj+suQLC0aWOf7FPxmZV9xO7znnt0D4QAAZJh/fr1swKkppR6AIJMPqOxJ3spXZIs2UfsPqUMCkKHAMmwRYsWWQEit7FWrFihuwHBIfWtYk/2MpkwWTKkN3afp56qeyAECJBiULVqVStEBgwYoLsAwXHEEfbJfvNm3SNxmzbZ+zzySN0DIUCAFINevXpZAVKvXj3dBQgOPW/jjz90j8RJFd/YfcprIHQIkGIwb948K0BKlixp1q5dq7sBwXD44fbJ/pdfdI/EyVVM7D7lKgehQ4AUk7/85S9WiAwdOlR3AYKBZyCIgwApJl27drUC5OKLL9ZdgGA491z7ZD9liu6RONlH7D4ZjRhKBEgxmTVrlhUgpUqVMhs2bNDdgOInBQ9jT/ZPPKF7JE72EbtPmWuC0CFAilGFChWsEBk+fLjuAhS/0aPtk73MIk/WFVfY+2QmeigRIMWoU6dOVoBcIb9UQNCsWWOPxJI6VlLPypXen/yZQSShRIAUo5kzZ1oBcsABB5hfUjHCBUi166+3rxjuv1/3KLrIFydrXzfeqHsgJAiQYrRnzx5zwgknWCHy8ssv625A8fvPf+yTvlw1yNoeifr2W7uyrzSXdUUQCARIMWvXrp0VIFdddZXuAgTD7bfbJ/4TT0xsXfPly4056SR7H3fdpXshRAiQYvbpp59aAVK6dGmzdetW3Q0oftu2yQQmOwBkiVpZ77wwH3/sDw/WRA89AqSY7d6925QrV84KkTFjxuhuQDDI+jWnnWYHgbRGjYx58UVjfvjBmC1bjJEvQQsXGjNypH/tD2lnnJHY1QsCiQAJgLsil/GxAXLDDTfoLkDqycn+H/8w5sADjbnyyrwTf1GsX29M7dr+UChqq1PHmJ9/1nuNT2pvtWyZ9++UCbfyPAaBQIAEwKRJk/aGh7QyZcqYHTt26G5AashIPxlFtf/+9ok9kYWi9uwxZsQIY8qX9wdEvCZ9X3opb9tEvPGGvZ999zXmllsY+hsAJfRfIPN27dpljjrqKBMbIuPGjdPdgOTs3m3M888bc/TR/pO7tH799BaF27nTmMmTjenYMa8ciTznKF06r8mf5e86dJBvSXl9Xbz+uv/fKu3QQ43p29eY33/XWyBDCJCAaBm5RI8NkBYtWugugLvPPjOmWjX/STjazjsvb42OIJLgadrU/2+ONinE+M47eitkAAESEBMmTLAC5Igjjoj83jh+YwOipHKungQY28qVM2bYsMRvKxWHsWPzwkL/DNF20UXGzJ2rt0IaESAB8XvkMvzwww+3QuT999/X3YCikSG33bsbc9BB/hOtNHn+0bmzMb/+qrcMNrldJbfa5PaV/pmkyQRHKcxIYdKMIEACpHnz5laAXHLJJboLULhXXin44fbf/543xDbM5AG6PEiXB+r655MmS+QOHJi38iHShgAJkLffftsKEGnHHnusad26tfn444/NH6lYShTZ67//zXuWoU+m0VapUtEm/YVJYT9z5cp5D/CRFgRIgPTv398XILHtT3/6k7n11lu9W1s8H8Fe8m1c5kkU9G38mWey+9u41JAr6KqrcWNjFi3SWyFJBEhAfPPNN+bAAw/0hUa8Js9LbrrpJjN27FjzG+UgclNRngfcfXfuPA/I1uc+AUaABMC2yAdfr5FesmRJr7y7Do782iGHHGKuv/5689prr3n7Qg4obERSgwa5OyIpm0aeBRwBEgC33XabLxSGRT7gUlRRQkHC4eCDD/b1ya8dFPn21bRpUzNy5EjWFslG8+blDVeNPSHGtgoVmBMR9emnBc99OeccY6ZN01shAQRIMXv99dd9IZBfLSy5TfVO5MQgt60OO+ww3zb5NbmCueyyy7ww+jmR2kMIHrkNJcNTY1fyi21lyjArOz+Fzb6X1qxZXql5JIwAKUZLly71zf04+eSTzebNm3VXi8wZkQfp8kBdl0CJ1/aLnHgaNGhghg4datbIkqIIB3nwPWiQMWXL+k980qJ1oTimBZOr8fvu89f/ijYpvdKzpzHbt+stUQACpJhI/avatWtbJ/lSpUqZzz//XHctkAztlSG+UtH3mGOOsfYXr+0bOemcf/755umnn4588eKbV2DJ8FNZM0Of7KJNKuJSmTYxUoH4iiv872W0ySJZr76qt0IcBEgx6dq1q+/E3qdPH90tIbJErixQ1aFDB99SuQW1mjVrmn79+pnFixfrXaI4yHDTJk38J7dok+Gqo0bprZCIDz7wL44V2+rWNebrr/VWUAiQYvDJJ594o6xiT+Jye0kWl0qlmTNnmi5dupgKFSpYr1VQO/vss80jjzxi5s+fr3eHNNstw0sjx8sccID/hCZNhqd265Y3XBXJk9uDkatwc8QR/vdamtwevO02Y9at01vifwiQDJOH2ccff7x10pYJgqtWrdJdU0rmmXSLnHwqVapkvXZBTYYWyzayLdJHrhy/HT7cTClXzmyIPYHFtuuuYwW/dJEBJrI2e7wBCocdlrdWCpN3fQiQDGvcuLF1kt5nn33M+PHjdbe0kqsLucqQqw0dGvGaXMXI1Yxc1SB1Zkyfbm6pXt3cHXmPX4i0b+SEFdsix8gbjor0+/ZbYy680B8g0Xbaaeb3DP+uBh0BkkEDBw70nZjbtm2ru2XUjz/+6D3/qFWrlu/fFq/J85X27dt7z1vk2zMSt2LFCnPjjTd67+dxkXZlpPWItHGRtirSvGGnzz2XNwwVmfXWW8accoo/QCLtv5E2sWFDs+b77/VWOYkAyZBvI99udKmSqlWrBmrpWjmpycgsGaElI7V0cOTXZOSXjACbPHkyxR6LQObz9OzZ0zcxtGqk3RppQ/bf3yy7915jChnKjTST38vevfPm15TIC4/lkfZ2pD0caX8vVco83K6d2bhxo94ypxAgGbB9+3bfswc5gXwf4G8xa9eu9eaMyMN9mUOigyO/JnNSZG7Ke++9581VgU2qCpx44om+901a2UjrevnlZr0MM0VwrF5tTIsW5rd99jHTI8doQKTdHGlnxnzmhwwZkrNfngiQDLjjjjt8J4znZXZsSGzYsMGbzS6z2otan0tmy8useZk9n+vFHr/++mvvqk6/R9FWsWJFFg8LuN9mzjQf1apl7o8crwsj7XB1DM8880xvPlauIUDS7I033vCdMK699lrdLTSkvpbU2ZJ6W1J3S/9s+TW52pJ6Xq+++qpX3ytX/PTTT16dMz1kO9pk2eJ//etf3qRShMNnkc9+neOO8x3LaLvqqqu854q5ggBJo2XLlnknidgP2EknnVRoqZKwkMq/UstLandJRWD9y5Rfk9Bp0qSJeemll7K22KOs1fLEE0/ErVkmgdKqVSvqk4WUfAmSicD6mWa0yVX6gw8+aLZs2aI3zToESJrIPdE6depYHyx5ljBjxgzdNSvIbSpZm6RFixa++l7x2v77728uvfRS88ILL2TNyfTdd981p59+uu9njbb69et7AyoQfkuWLDHXXHON7xhHm6wmOmLEiKweqUiApIlMwNMfqEcffVR3y0ryDfyDDz7wHqjLJEn9PuTXJFwvvPBC74FkGIs9yoCIhg0b+n6uaDvllFPMm2++qTdDFpgyZYr561//6jvm0XbuuecmXOMuLAiQNJg6darvvrd880x1qZIwiBZ7lHXd5RuZ/uXKr8nkSnnoLM8Hgl7scdOmTaZdu3ZeIUz9c0iTW3u9e/cO1HBtpJ58zv/973/H/cIkn+l//vOfZuXKlXrTUCNAUkxGLJUvX9768MhQv2z74Lj67LPPTMeOHeMOZ82vyTe4vn37BqrYo5wwZJhzvHL6csKQUWjpLlGDYJEvFFLMtKAvFFIFIlu+UBAgKSajk/SJZNy4cbobIr788kvzwAMPmFNPPdX3ixavyeTLXr16FescGimGedZZZ/n+bdEm1Y2/+OILvRlyiJQLkud7+rMRbTKYZsyYMXqz0CFAUmjw4MG+D0obWUUOhZo9e7bp3r27qVy5su89jNdk/sTDDz9sZs2apXeXFjI88x//+Ifv3xFtxx13nDe6DIiaOHGiOeOMM3yflWi74IILQl2slABJkTlz5vjmRci31FyfROdiwYIF3oCDatWq+X7h4jV5SN25c+e0fPOX4ZgPPfRQ3EmUMpxThnXm0hwXFJ0MKnnyySfjjk6U56Uy2Xj9+vV608AjQFJASpXob86lS5c23333ne6KBMm3/scee8y3emNBTZ5ByYPtZIs9yrYyDLOgh/9XX321N5wTKIwEhASFHmATbRIwEjQSOGFBgKSATArTH4Znn31Wd0OSpNjjgAEDTL169Ypc7LFcuXLe8ZFij4nM+JYrGXl4r/cXbTJsU56FAImSW1byGdafqWiTW15y6ysMCJAkvfvuW2b//e0PgHwrRXpJsUcZNnnRRRfFHfGiW9myZU3Lli29X854xR5l1JSMnpLBD3p7aTLqSl43V4vnIXWkioM8TNefsWiT2nNyOzfICJAkrF273NSocaQ55hgZnpd30GV4qgzlCwqZeyIjQuTbsnxgX3zxRa+QY48ePfa25557zvt7+e/ST/qH6QQpQ6eHDx9uLr/88rjPKXSTMiMyLv/tt9/2bkHKsEp57hKvJIuElKyBEqRji/CTZ6QyrFeX94/93Mmw96CWPyJAHO3e/Ye59966pnbtEqZKFVlkSZam3c9Mnz5Nd80YKd4nIXDvvfeaK6+80hulFO9+a2FNbhHJpfQVV1zhjWsfPXp0KGaI//rrr2bUqFFeUTt5DqV/rvyalFQp6CqmUaNGrBGPtJJ5YvKFJt6Vr3yWZd2doCFAHI0f38M0a1YicoItYerVK2HOPruEGTiwl+6WVlLM8K233vKGClepUsX3oUtHk1C68847vUAJejFEeX9krH2zZs3iXlkU1CRAJ0yYoHcLpI2UPKlRo4bvsxhtUmsuSAgQBwsXfmZatZKhdyXMzTdLCecSkcvMehkpVSKv8dFHH3kfpHiXvZlqMnxVnvfIbaB4zxSCQm5RyYROed90hWTdZDRM//79QzUaBtlDRv/JLWVZ7VN/NuWZSZAQIAnatm2j6dLlBC88oq19+7Jmw4YVumtKye2jTp06FTikNF478sgjvRFFMmlJHhDffPPN5p577vGef8j/yv+Xv5f/LrOo5WGz3kdhTU7KcmVSnDPEi0qC4cMPP/TW6tAlueVKTm4FAsVN5h81btzY+nzK72eQECAJGjLkKis8pH3zzTu6W8rIPAgZhlrUh8OyMpqEgjxUlsth1zLp8mBahrLKzGp5eHz22WfHvT8b2+TZiZRzkTIlYSAPKGP//blSMRnh8PLLL1ufT3m2FyQESAKmTh3qC49XXmmtu6WEBEfz5s0LXY/86KOP9gJG7vW7hkVRyUgQWfOjbdu2voKR+TWpQCzFE4NMBhzE/psJEAQJAZIlVq+eZ+6++yArPHr2PNPs3JnaUiVyr75nz56+siixTf6brAIoD3gTmRyXarIOgtwGKuyZwo033hjYqrQECIKMAMkCEhISFrHhIWEioZJK7733XoGVaaVY31NPPeUNVQ0SCT1ZJ72gkWBlypTxSrIH7cE0AYIgI0CygNym0reu5HZWqsjDMnmIrU+60SahIqVRgj7SSchIp/POO8/3M0SbhIwUngwKAgRBRoCEnDwg1+EhD9JTRcqYy9wKfaKVJqOnZNGiMM0Kj5o0aZKpVKmS72eSJrfgBg0apDcpFgQIgowACbGNG1eYDh3KWuEhQ3hlKG8qSE2l/J51yGgnqdkUxvLOseT5jFQXlbIh+meU1qRJE2+0V3EiQBBkBEhI7dmz2zzxRD0rPGTyoEwiTJZMBpSyBPqEKu3000/3ht9mEyl8eO211/p+VmmyjkdxFowjQBBkBEhIvftuL9+tKylfkix54Cyzt/WJVJqU3AjaA/JUeuGFF/KdPS8VbmfMmKG7ZwQBgiAjQEJo0aJpkauN/azwePzxul4BxWRI7SiZG6FPoFIoTSrk5gKZqS7rmuv3QG7lSUmUTCNAEGQESMhs27bJPPDAiVZ4dOhwpNm4cbnumhAJj7/97W++E6csePT111/r7llNrsJkHot+L6RysNQAyiQCBEFGgITM0KFX+25dff31W7pbQuSEeeGFF/pOmDI8d/Hixbp7TpCCcVLbS78nMvNeKgxnCgGCICNAQuTTT5/1hceoUa10t4TIA/P8nnlUq1bNrFu3TnfPOc8884xvzRKp+yUVhzOBAEGQESAhsXr1d6ZNm9JWePToUdns3Lldd01IfqOt5FZW0NfSyCT5JdFrnMvDdinmmG4ECIKMAAkBKVXSq9dZVnhIqZJVq5KbMS3zPHR4yG0rrjz8hgwZ4nuv5PnQ6tWrddeUIkAQZARICIwe3cZ362rKlMG6W0K+/fZb3yRBOSHm6jOPoujTp48vROrWrZvWgpEECIKMAAm42bPHmTvv3McKjyFDmupuCdm6dauvPIkM1c210VYuZO0RHSL33Xef7pYyBAiCjAAJsE2bVpqOHY+ywqNz5/KRAEiuvEZ+hRFzZZ5HsuRq4/zzz7feOyntkq45IgQIgowACSgpVdK/f30rPKRUyQ8/TNVdEzJx4kRfeMgMcxSdPPeQ232x76EsnJWOulkECIKMAAmoCRMe9T33GDeum+6WEJnvodfzkNpW2VyeJF0++eQT3/BeWbwq1QgQBBkBEkCLF8/wlSp57LE6SZcq6dWrl3WwZWhqthVGzKQHH3zQ936meolcAgRBRoAEzPbtm80DD5xkhUf79keYDRuW6a4JkTXM9airW2+9VXdDArZv324qVKhgvaeVK8vcnNStakiAIMgIkIB59tlrfbeuvvrqDd0tYc2bN7cOtCwGFfb1PILggw8+sN5XaalcjIoAQZARIAEybdrzvvAYOfIO3S1hcvUhNZxiD7RMjENq6MKL5cuXT9nyvgQIgowACYg1a74399xzsBUe3btXSrpUiWjVqpV1kOVBehiXoQ2qZcuWmf333996j2Wp31QgQBBkBEgA7Nq1wzzySFUrPO6++0CzcuW3umvCZMjpgQceaB3kZ599VndDku644w7rPT7xxBNT8iyEAEGQESABMH58T9+tq08+Gai7OencubN1gI877riU3V7B/7dkyRJTqlQp670ePny47pYwAgRBRoAEwJNPXmiFx6BBjXUXJ3Kb6thjj7UO8JNPPqm7IUVkVFvse33eeefpLgkjQBBkBEgAfPzxM3vD48EHTzZbt/6suzj58MMPrYMr9a6YNJg+c+fOtd5vKXHyww8/6G4JIUAQZARIQHz33Ydm6tQhkRP8T/o/OdM1r66//nrdBSlWvXp16z1/6KGHdJeEECAIMgIkS23bts2UKVPGOrjvvvuu7oYUkzkgse+5DOmVVR9dESAIMgIkS7355pvWgZVif+lctwJ5pKCiLHkb+95PmzZNdysyAgRBRoAkSeZpfP75S+bFF282PXueGfmF/5Np3Xp/b05H587HexV1X3+9g5kzZ4K3smCmtGnTxjqwMhcEmdG0aVPrve/Ro4fuUmQECIKMAHEk5dYnT37atG9/uG8IbrwmofLii7eYpUv/o3eXclWqVLEO7JgxY3QXpIle/lZWLXRFgCDICBAHf/yx0wwa9HdfQCTS0knWNJcRQNGDKn/+6afUPZxHwWTkVewvlcxSl1UgXRAgCDICxMGIEbf6AqFv31pm2rQXzOrV35nffvvV7Nr1u/n556XekrQjR95u2rU7LGMB8vrrr1sH9cwzz9RdkGYnnHCCdQxkIS8XBAiCjABJ0I8/fmGtUS5/njTpKd3NR8q0T5zYZ2+QpJM+6bRt21Z3QZrdcsst1jHo1s1tMTB9LAkQBAkBkqBRo+60riTk6iIRmzatMkOGNNV/nVJXXnmldVBTUVIDidHDea+55hrdpUgIEAQZAZKghx8+3QqQ5cu/1l2K3RlnnGEd1OnTp+suSLPJkydbx+Css87SXYqEAEGQESAJuueeQ6wAyeTQ3KKQuR66qB8LR2XeqlWrrGMgFZFdJhQSIAgyAiRBUmY9NkC2bAnWyXnBggXWAS1btqzuggw59NBDrWOxePFi3aVQBAiCjABJkF6v/JNPUrd8aSp89NFH1gE999xzdRdkyDnnnGMdi48//lh3KRQBgiAjQBL0wgvNrQCRyYGpWLM8Vd566y3rgF566aW6CzKkYcOG1rF45513dJdCESAIMgIkQQsXfmYFSLT16FHFWxjqhx+mmh07tujNMmbEiBHWAb322mt1F2TI1VdfbR2LkSNH6i6FIkAQZASIg1GjWvkCJLbdeee+pmvX08zQoVebjz7qb5Yu/a/eRdoMHDjQOqAtW7bUXZAhei7I4MGDdZdCESAIMgLEwe7du8zrr3f0BUdBTQLlww+f8NY/T6e+fftaB7Rdu3a6CzJEJnDGHgs5NokiQBBkBEgS5Mpi8OAm5q67SvkCI16TFQeXLftK7yplZMZz7AHt0qWL7oIMkfc+9lh0795ddykUAYIgI0BSQJagnT59uFfS/eGHz/BuYengiG1t2pQ2S5Z8qXeTElyBBAdXIMh2BEgayBohS5bM9G5ZPf74+VbtrGiT4cDpuJ3FM5Dg0M9ApLxJoggQBBkBkgErV37rVevVIfLZZ8/prkljFFZw6FFYL730ku5SKAIEQUaAZIiUPOnd+xwrQAYOvEJ3S5peypZ5IMWHeSDIdgRIBs2d+54VIJ06Hau7JE3PRK9Zs6buggypXr26dSykwGKiCBAEGQGSQbImSGyASF2tVKMWVnAcdthh1rGgFhayDQGSQb//vs0KkLZty+guSdu5c6evGu+GDRt0N6TZ6tWrrWNANV5kIwIkg2RkVmyAyJDfdDj99NOtg/r555/rLkgzKZwYewxclxUmQBBkBEiCnn66oVm1ao7+6yJ59tlrrQAZOfIO3SUlrrjiCuugysgsZNaQIUOsYyAjslwQIAgyAiRBcuJv1aqkGTbsn94VRVHs2vW7GTPmXis8pC1aNE13TYmOHTtaB7VDhw66C9Ls9ttvt45B165ddZciIUAQZARIgnQIPPJIVfPWW13M3Lnvm/XrF3uVeP/4Y6e30NSiRdPNxIm9zYMPnuLb7sUXb9G7TpnRo0dbB/Xss8/WXZBmp5xyinUMxo8fr7sUCQGCICNAEqSDwKUNGXKVd1WSLvIAd5999tl7UPfdd1+zceNG3Q1psmTJEuuXar/99jO//PKL7lYkBAiCjABJ0IoVs80bb9xnOncu7wuGwppsM2PGi2bPnj16tylXsWJF68COHTtWd0GaPP/889Z7X6tWLd2lyAgQBBkBkoTVq+eZyZOfNsOG3WR69/6bue++P5vWrQ/wqvO2b3+EV3n36acbmTff7GQWLJgSCY7Eh3G6atWqlXVg27dvr7sgTa6//nrrvX/ooYd0lyIjQBBkBEiWevXVV60DW758+Yxc+eS6rVu3mkMOOcR6713WQo8iQBBkBEiW2rx5szd5LfbgTpkyRXdDiuliln/+85/Nrl27dLciI0AQZARIFtPVYGVoKdKrQYMG1nue7BBqAgRBRoAEhCxKJfNCUjk66+2337YO7hFHHGF27Ej9GiTIs2zZMm/EW+x7PmvWLN0tIQQIgowACYDly2eZtm0P9UZqde9eyQuTVJCwkNCIPcAjR47U3ZAiegnbs846S3dJGAGCICNAAmD06DbWcN9BgxrrLs7uvPNO6wBLTSYepqeezLM59NBDrff6ySef1N0SRoAgyAiQAPjooyd9c0Y++WSg7ubk+++/991WcZ0Vjfh69OhhvcdHHnmk+fXXX3W3hBEgCDICJABkbXQpiRIbILJWiCyFmwpNmza1DnKdOnV0FyRBgkLfKuzZs6fu5oQAQZARIAGxZs335p57DrZCRJ6H7Ny5XXdN2MyZM62DLE1WLkRqdOvWzXpv5VZWqkrHECAIMgIkQKZNe953KytVJd/r169vHehKlSolNT8BeRYuXOibb/PAAw/obs4IEAQZARIwes0QaV999YbulrDPPvvMKrAoLRUPeXNdw4YNrff0qKOOMj//nJpRdIIAQZARIAEj66Y/8MBJVoBIXa0NG5bprgm78cYbrYMta3avXbtWd0MRvf7669b7KU0KKaYSAYIgI0ACaPHiGaZVq/2sEHnssTpm9+4/dNeErFq1ypQpU8Y64Ndee63uhiJYt26dOeaYY6z3snbt2ikfIk2AIMgIkICaMOFR362sceO66W4J69evn3XApb3wwgu6Gwqwe/duc8kll1jvoaz5MXv2bN01aQQIgowACSgp/d6/f30rQGQp3R9+mKq7JuT33383VapUsQ76wQcfbObPn6+7Io5HHnnEF8KdOnXS3VKCAEGQESABtmnTStOx41FWiMiiVFu3btBdEzJnzhxz0EEHWQe+atWq1MkqAqloXLJkSeu9q1mzptm5c6fumhIECIKMAAm42bPHmTvv3McKkSFDmupuCRs8eLB14KU1a9Ys5ffws4nM6pdRVrHvmUwgXLp0qe6aMgQIgowACQFdK0valCmDdbeENWnSxBci6boVE3YrV640J554ovVeybDodC8VTIAgyAiQENi58zfTq9dZVoDcffdBZtWqObprQjZs2GBOOeUUX4g888wzumtOk1nllStX9r1PUn033QgQBBkBEhKrV39n2rQpbYVIjx6Vky518sMPP/huy8g9fvlgIC885BmHDo9//vOfGbndR4AgyAiQEPn002d9t7JGjWqluyVsxowZvofqUsFXnpPkMrltld+Vx6WXXpqxMjAECIKMAAmZoUOv9oXI11+/pbslTFYv1KOLpPXp00d3zQnywPyEE07wvR9yNbJt2zbdPW0IEAQZARIy27ZtMg88cKIVIB06HGk2blyuuybsxRdf9CbE6ZNm+/btM/aNOwhkqK6+rSetVq1a3nOjTCJAEGQESAjJ2um61Mnjj9dNutSJeOutt8wBBxzgO3mef/75ZvXq1bp7VpEZ5jJJML8rscsuuyyjVx5RBAiCjAAJqXff7eW7lTV+fA/dzcmkSZPMIYcc4juJlitXznzyySe6e1aQ2la6PEm0yQPz4roCI0AQZARISEmpkyeeqGcFiJQ6WbjwM93Vyeeff+4Fhj6Zyi0uWe9i+/bkRn8FiVTV1YURpck8Dxmqm4nRVvEQIAgyAiTENm5cYTp0KGuFSJcuJ5ht21KzGp7cspJbV/rEKq1ChQrmgw8+0JuEiiwGFe+qQ2aYjxs3Tm+ScQQIgowACblvvnnHdytryJDUHUS5dXP//ff7FqOKthtuuMEsW5b8WiWZJGuYd+/ePd9nPdLOPffcwPxMBAiCjADJAq+80toXIlOnDtXdkiLDfI8++mjfyVba/vvvH3nNO8ySJUv0ZoEikwJ79OjhXV3on0Ga3J6TUi7pKozoggBBkBEgWUBKnfTseaYVIFLqZPXqebprUuQEfNttt8W9GilVqpS59dZbzbx5qX3dZC1fvtx7lnHooYf6/s3RJotBpWM9j2QRIAgyAiRLSFhIaMSGiISKhEuqyfrqlSpV8p2EY1uNGjXMoEGDvNApDjLkdsSIEebCCy+MG3jSypYt6y1DW5wPygtCgCDICJAsIret9K0sub2VDnKbRwKifPnyvpNybJPnDE2bNjVDhgzx6m6lk9xCkzCQsvSySJb+t8Q2uRqR0WQ///yz3k2gECAIMgIky8gD9Gh43HZbCXPddSXM55+/o7uljKxwOHToUF+p83hNyoPccsstZuDAgd58kzVr1uhdFsnatWvNxx9/7IWY3FbLr6pwfu3II4+MXJn1LLYro0R17NjR+vcTIAgSAiTLyBBeGcrbooUczBLmootKmIsvLhs5Ua/QXVNKrkiGDx9uzjvvPN9Ju7AmVwPnnHOOueCCC7xRXTfffLNp06aN98Bb/lf+v/y9/Pfq1aubww47zLePwtpZZ51lnnzySW8EVtDJe/nhhx96wXjggQdaP4csR/zTTz/pTYCM27Jli2ncuLH1+ZRacUFCgDiYP/8z8/e/lzTnn1/CnH22zNkoETnQ9bxSHZkg8yseeuihQm9vpbv9+c9/Nh06dDCzZs3S/8TAkeWEZd5JixYt4o4Si7bDDz/c9O/fP1CjxZA75Hmh1M3Lb/LtSSedpLsXKwLE0fPP94h8W5VbRnLCkfLsJUyvXr10t7SSD5o8cJcribp163rDffUHLpVNhuFKwUMJL7m9VVzlR4pKHvSPGTPGe2aTX+mYwtoZZ5xhJkyYoHcLpI1UqJABMvqzGG3yBShICBBHf/zxh2nSpK45+OD/f3DlBDtt2jTdNWO2bt1qJk6caB5++GFzzTXXeLeV9C2aojZ5OH/mmWeaq6++2guMd999NxS3p+TfOGrUKO9ecenSpX0/V35NgleGSOu/j7ZGjRpFrjrn65cCUkbWxpGacPFGNMpn+a677tKbFTsCJAkrViz3HhrHHmh52L1p0ybdtVgtWrTIK9L4zjvveJfGw4YN865aok3+v/y9/HfpJ7fIwkRKwMvzocsvvzzu7Hfd5DmP/MLKBE6pOya3uOQBerwrFQkYKbsftGOLcPvtt9+8CtXxRjXK504GemzevFlvGggESJKkPLs+6PKtHeklo8T+/e9/m4suuqjAq4fYJnNSWrZs6V2lyei2/KxatcrcdNNNcb8Jyjom8rpyBQokQ4qMyjMN/RmLNlniYMGCBXqzQCFAUqBVq1a+g//ss8/qbkjSihUrzIABA0y9evW8JYH1e55fk4rHcnwmT56c0DObL774wqvZpfcXbX/961+ztvQ+0uubb77xPsP6MxVt8uxNvuSEAQGSAnILRK/tLfcsv/vuO90VCfrxxx/NY4895pVC0b9o8ZqMTmvXrp359NNPk5oBL9vKbPtjjz3W9xrRJlebQa9RhmBYv369V9MuvwXVpMnoPxkKH6bRfwRIisyZM8ccdNBB1gdCHmLLPU4kRi7b5XlEtWrVfL9k8ZpMdOzcubN35ZBqMh5fBhLEe74iAxW6du3qDWIANAkECQYJCP3ZkSaBIsEiARM2BEgKDR482PfhkIl6KJwUWpQS8PpKrqBWsWJFb8RZpuahyNXQP/7xD9+/I9qOO+4489JLL+nNkMPkVpTcktKflWiTybtySyusCJAUk7pUsR8QeRgbhIWTgujLL7/06mWdeuqpvl+seK1q1arefJvvv/9e7y5j5NmHXF3qf1u0yWzhdFwJITxk2Pell17q+2xEmzw8lzlKYUeApJgMKdUzxGXkjozzRl6lYRmWWNTaXtLkYXbfvn3N4sWL9e6KjYzCkhplcmz1v1eafHGQ0Vwyqgu5Q4Z5S3WGeCMDZZi4DNuVYePZgABJg6lTp/oelNWvXz9jpU6CRE60Mmu9devWBT6Mjm1y8pWlfv/1r395a40EmZww5IF9QSeM3r17Z80JA/mTz7kM7/7Tn/7k+wxEP9My7yjbvkgSIGnSrVs334coVyq9ykNDWc9dFr+K9wulm8zil7VFpCy9awXh4iS31Bo2bOj7uaJNHvK/+eabejNkgSlTpnjDuvUxjza5gpYSJdmIAEkT+UZSp04d30lyxowZumtWkNFmY8eO9Wr1xBttopuUEJH7xC+88ELg1w0pKin5cvrpp/t+1miTK9Fvv/1Wb4YQkuHbUjJIH+NokytuGQaezFDyoCNA0mjZsmW+yq/y8CyoZQkSJcUKZTatlIKPVwJENxnq3KRJE2+00i+//KJ3mRXkCuyJJ56IWxZfbm/K5MZsCc1cI8O1Zdh2vDpzMtz7wQcf9IZ/ZzsCJM3eeOMN3wfs2muv1d1CQ076I0eO9Eab6Xkv8ZrU+bn++uvNq6++mlNzJWRdEVlzRD8Pizb5ciHPef5IYIY8ipd89mW4tj6W0SZFPGW4d64gQDJAJgnpD5osDRsWMrJMCi5KbZ54k+l0k2/fMgpJCjTm+mTKr7/+2hsUoN8jacdEWquKFc3C99/XmyFA/jtzpreUgT5+0SaVq2WwSK4hQDJASp1UqlTJ+sDJt/LinMtQGClWKMNUGzRo4D270b8w+TUZ0ioPzt977724xQpz2WuvvWYNX94v0mpE2l2R9lykLbr8cmPSvK49ErN19WoztEULU6mA4poy8CNXi2sSIBkiD071PVOZFBek4Z1SrPDpp5/2vi0XtVihrJom6xRIscJc/SVKhFyNyZrx8gXi5Mj7949I6xNp70faT5Fm9t/fmHvvNSZLnpOFVuT3clPv3ubtMmVMl8hxuSTSjor53MuwbRm+vXHjRr1lTiFAMmjgwIG+E3Dbtm11t4yS+7X9+vUr8PJctxNOOMFbGyPZYoW5bGUkrB+58UbTPvJ+joy0eZFmYtvRRxvz3HPG5ODcoWL31lvGnHKK2Rk5Dl9E2qBIuzXSzv7f51+Gawf57kEmESAZ1rhxY+tkLBOMxo8fr7ullZRZkNmwZ599ti8c4rUKFSqYLl26mJkzZ+rdIQmrpk83X1Wvbn4toQIk2iLHKJLUejOkgwyvvvBC6/1fFWnjIq1HpLU67TTzUYZ/V4OOAMkwGbp5/PHHWydnmWyX7pIXUrBNJjfqZzEFtb/85S/eNmEu9hYKchU3fLgx5cr5AyTarrvOmKVL9ZZIBRlOLcvF7ref/32PtDmHHWa+ffxx80eIyqxnCgFSDKQYnx7aKQ+rU13qRK4W5KpBrh50OMRrclUiVyesAV4MZM35yPEyBxzgO4l57aCDpMSBTMDRW8KFDJ9++mljjjjC/15L23dfY267zexet05vif8hQIqJTETSJ+8+ffrobgmR5xHyXEKKuclzCr3/eE2qx8pzkCAVK8xpixYZ06SJ/4QWbeXLGzNqlN4KifjgAxO5xPa/t9FWt66Mv9ZbQSFAioksr6pX2ZORHYnWzIkWK5SRUDIiSodDfk1GWMlIKxlxFfRihTlt0iRjqlTxn9yiLfL5Mf/5j94KBZFh0ldc4X8vo+3EE4159VW9FeIgQIrR0qVLfXWjTj755EJLncgci/fff9+bcxGvnLhuMpdDbpPJ3I4wFivMWXKbZdAgY8qW9Z/spMltlltuMYZjWjApm3PffXnDpPV7KK10aWN69pRJW3pLFIAAKWZSS0qf7KW2lCbzB2RWt8zujldjSTeZNS6zx2UWOXWXQm7DBmNkdcs4D3pNmTLG9O0r3y70lrlNnitK1QcZFq3fs2hr1swYrsSdECABIPWS9MlfTvpSN0pmL0sdKZl4pvvk16Q+ldSpkpo92VqsMKfNm2fMRRf5T4LRVqGCiXzT0FvlJhn+XK2a/z2KtnPOMWbaNL0VEkCABIBUtZUhs7FBIKO0ilp3SirhSshI2Mi+kAPGjjXm1FP9J8Voa9DAmLlz9Va5YdkyE/mF8L8n0SbDpSNf0Lzh00gKARIQMtdClzopqMmzE7mdJWtw5Hqxwpwlt6v69TPm0EP9J0lpcrvr7rvzbn/lAvny1L173nBn/V5Ik+cfnTvnDZdGShAgAdK/f39fUMQ2mXAoD87lAbqsOQF41q41pmXLvAfq+qQp7cgjjXnmmbwH8tnq5Zfzhjfrnz3aGjfOGx6NlCJAAuTtt9/2hYasaibrictQXYoVokD//a8x553nP3lGW6VKxnz0kd4q3Ar7mStXzhsOjbQgQAKkefPmVnhccsklugtQuFdeKfjb+N//bszChXqrcJGrLhm+XNBV18CB2X3VFQAESEDI3A49J0RuVQFOsvV5QFGe+8hw51x57lPMCJCAmDBhghUestwpzzmQtHSPSJJv+J98kjdJr1Ytrwy6OfjgvHbyycbUrGlMx47GTJ4si8XrrRNT2MgzGd6cqyPPigkBEhAtW7a0AqRFixa6C+Dus88KnhNRo4YxiVSElsCRelwnnODfV7wmt9VGjkw8rOQq6bLL/PuLNgkV5r4UixL6L5B5UhdLlyQZN26c7gYkp7BZ2TKSqyikqoEUG9TbF7XVqZO3j6J65BH/PqTJbSxm3xerEvovkHmTJk0yseFRpkyZQC11iywjFQruv99fF+raa3VPP7klVrGi/2TesGHerbAFC/KuGLZsyfvziBH5Xz3IPoq6vomUuI/dNlr/Sx6ko1gRIAEglXRjAyS/WlhAykllWpkfISfk4483ZvZs3cMmE1Z1dWDZriiDPWT4sL7dJfsqyiTYlSvzhiDLNvXqUYE4QAiQYiaLSJUrV84KkDFjxuhuQPoUdSRWq1b+8EhkDRm54tAh0rq17hVfUf+dyBgCpJjJAlCx4VG6dGmviCIQKF99ZZ/4S5bM+7tEyfLIuqIwCzeFFgFSzNq1a2cFyFVXXaW7AMVPSp7HnvRlaK4rGfIbu6/mzXUPhAQBUoxkCVq99OzLUtMHCBJZE7xUKfvqI5Ehv9rq1Xn7iO5P9s2646FEgBSjmTNnWuEh5dtZwwOBI0u8xl4xyKiqZF1+ub3P117TPRACBEgx6tSpkxUgV8hazUDQSGmQ2JP944/rHomTfcTu8557dA+EAAFSjCpUqGAFyPDhw3UXoPhJOZLYk72ULkmW7CN2n1IGBaFDgBSTWbNmWeFRqlQps4ECcAgiqW8Ve7KXyYTJkiG9sfuUciQIHQKkmHTt2tUKkIsvvlh3AYLhiCPsk/3mzbpH4jZtsvcp5dcROgRIMdFroA8dOlR3AYJBz9tIxcJmUsU3dp/yGggdAqQYzJs3zwqPkiVLmrXU9UFQHX64fbJPxUhBuYqJ3adc5SB0CJBi0KtXLytA6kl9HyCoeAaCOAiQYlC1alUrQAYMGKC7AMFx7rn2yX7KFN0jcbKP2H3KSC+EDgGSYYsWLbLCY5999jErVqzQ3YDgkIKHsSf7J57QPRIn+4jdp8w1QegQIBnWr18/K0Bq8s0LQTd6tH2yl1nkyZJJs7H7ZCZ6KBEgGVajRg0rQB5PxaxeIJ3WrLFHYkkdK6ln5UrvT/7MIJJQIkAyaNmyZd4tq9jbVz/++KPuBgTP9dfbVwyyoqGrTp3sfd14o+6BkCBAMuipp56yrj6qVaumuwDBJKsAxp705apB1vZI1Lff2pV9pbmsK4JAIEAyqG7dulaA9O7dW3cBguv22+0T/4knFn1dc7F8uTEnnWTv4667dC+ECAGSIWvWrDH77ruvFSDz58/X3YDg2rZNSijYASBL1Mp654X5+GN/eBR1TXQEFgGSIYMHD7bCo3LlyroLEHzyzO600+wgkNaokTEvvmjMDz8Ys2WLMbIs88KFxowc6V/7Q9oZZyR29YJAIkAy5LKGDc2+MQ/Qu3XrprsA4bB+vTG1a/tDoaitTh1jfv5Z7xUhRIBkwMYNG8ypRx1ljilTxhx50EGmdKlSZvbs2bobEB579hgzYoQx5cv7AyJek74vvZS3LbICAZIB7776qql5/PGmarly5i+RIKl/zjm6CxBOO3caM3myMR075pUjkeccpUvnNfmz/F2HDsZMmpTXF1mFAMmA/7vrLtO4YkXT6NRTzQWRX6rB//d/ugsAhA4Bkmbbt2wxrSPfwu74299Mi7/+1VxXpYpZOGeO7gYAoUOApNkXEyZ44RFtD1x5pe4CAKFEgKTZ4HvvtQLk9Sef1F0AIJQIkDTasW2bubt2bStAFrmUfwCAACJA0ug/H35ohUenRo3MHoYwAsgSBEgaPdulixUgr/Trp7sAQGgRIGmy8/ffzT1161oBMl8qmgJAliBA0uSbKVOs8Lj3oovM7t27dTcACC0CJE2GPfywFSAjH31UdwGAUCNA0mDXzp2m/QUXWAEyd8YM3Q0AQo0ASYM506db4dG+fn3zx65duhsAhBoBkgYjevWyAmQYpdsBZCECJMXkQXnHBg2sAPlm6lTdDQBCjwBJse+//NIKj7Z163pDegEg2xAgKfZK375WgDz3wAO6CwBkBQIkhfbs3m3ub9jQCpCvZCEdAMhCBEgKLZw1ywqPNuedZ3Zs3667AUBWIEBS6LX+/a0AGXLffboLAGQNAiRFpMpul8svtwLki4kTdTcAyBoESIosmTvXCo/WtWp5y9kCQLYiQFLkzQEDrAB5pl073QUAsgoBkiJdmzSxAmT62LG6CwBkFQIkBVYsWGCFR6saNczWzZt1NwDIKgRICowdMsQKkKfuukt3AYCsQ4CkQPdrrrECZOobb+guAJB1CJAkrf7xR/v2VfXq5pcNG3Q3AMg6BEiSJjz/vBUgj99+u+4CAFmJAEnSI82aWQEyefRo3QUAshIBkoT1K1da4XHnOeeYjevW6W4AkJUIkCR8MGKEFSB9b75ZdwGArEWAJOH/WrSwAkQCBQByBQHiaOPatd4tq9gAkVtaAJArCBBHM8aPt8JDHqYDQC4hQBzNnT7dCpAPR47UXQAgqxEgSZA5IL1uuMGMfuwxs+v33/V/BoCsRoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnGR1gMSWGimo3V27trnvkktMv5YtvVnlP3z1ldmzZ4/eHQAgBgESpz1yww1mybx5epcAgP8hQAporWvVMnOmT9e7BQCYHAuQ/Mitqt+2bTPL58/3iiO2r1/f2qb9BReYXzZs0JsBQM7L+QDRNqxZYzpdeqm13duDBuluAJDzCJB8TB871tpOSrYDAGwESD42r19vbdeuXj3dpVA7tm0zU8aMMY/fdpt3RXNn9eqmVY0auhsAhBYBko8/du2ytmtds6busld+r7F03jzfbTBprSIhAgDZggDJh74C6RwJg3j0a/y8apXvQXy0yVUIAGQLAiQf08eNs7Yb2qmT7rKXfo2n27Tx/rfzZZeZaWPHmk3r1pmdO3Z4o7xe7NFDbw4AoUWAKBsjJ3w5+cdu990XX+hue+nXkNbzuuvMtl9+0V0BIKvkfIDIPBB54L18wQIzcdgw0+HCC61tRvXpozex6NeQ5xyrFy/W3QAg6+RUgCTS7rv4YjPplVcKrYmltxt6//26CwBkJQIkn9bnppvM3CKWMNHbfjFhgu4CAFmJACmg9W7e3KxcuFDv1qK3WbVoke4CAFkppwIknl07d5pNP/3kXXUM797dG24b3eaeunXN4tmz9SZ76dfYvmWL7gIAWYkAycf3X35p7q5Va+92MikwXjDo19i9e7fuAgBZiQCJQwooxm77wYgRuosnmdcAgDAjQOKQZx+x2/a75RbdxZPMawBAmBEgccjs8dhtZV2Q/CTzGgAQZgRIHDu2b7e2jVdQMZnXAIAwI0DiWLFggbVtp0aNdBdPMq8BAGFGgMTx5oAB1rYD2rbVXTzJvAYAhBkBkg8pntg6ZhivtBnjx+tuHtfXAICwI0BM3kRCWQNkzvTpZli3btZEQmmPNGsWd35HUV8DALJNTgWIS3uocWOzce1aveu9dH8AyBUESJwmZdlHPvqo2VrIuh56OwDIFQSIhEWNGt4ytF2bNvXKsX/08sveLa2i0PsCgFyR1QECAEgfAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABO/h+Jr8mbJ1cTtAAAAABJRU5ErkJggg==)
| Product Number | 6H66-9-X5 |
| Purity | 97 % |
| CAS | 174508-31-7 |
| MDL Number | MFCD01651770 |
| Molecular Formula | C6H4Br2O2S |
| Molecular Weight | 299.96 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 96-97 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900