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/nVr7YxdeocVBWSJ5mDD76xKjBnmg0bfnRXAXJCgDjSBUGvXhPir3foMMLEvqimWw/FtWTJEnPGGWcE/Tfc8Pj73/9u5s+f765SltShsV+/fqZevQOrfk21NnvscaHZb7+7gvPy2GOfSPjSA+SKAHGkC4KlS1eZQw55ML7M6NH/vfCkWw/FsW7dOnPLLbeYWrVqJQXH3nvvbcaOHeuuEglffvm1ueqqh02jRjcknJsqXbu+bBYu/NpdBcgaAeLIJAj69ftPfJn27YebH374Me16n332jTnuuCfM3/72uOnd+3UzefKiYD0UznPPPRdM4uQGx7bbbmv69+8fjG0VdXPnLg+e17kh0qTJIHP77RPNqlXr3FWAjBEgjnRBICtXfheMjRVbbsSI99Oud889k5P+iDXKr26JvfnmQrN+PWGSL7NnzzatWrVKCo5NNtnEXHDBBearr75yV4m8MWM+ShgcNFZatRpsnnlmTjBsD5AtAsSRLghiBg58J77c0UcPSbue7j3bD+Dd8pe/PGJ69Bhnxo1bYL7/PvrfjAtBwaCAUFC44aFAUbBUMk2M9uCDU82f//xQ0vl38slPm6lTF7urADUiQBzpgiBmzZr15ogjBif9Ida0nnqw33fflOBhpruOXfQHfuWVY8wrr3xo1q4lTNLRrSjdktKtKTc4dAtLt7Lws2XLVgdfVux+TbGi86668d4AFwHiyCQIYoYOnZH0B5jJeqIweeCBqeakk34e7TdV0QN79Xx/6aUPzLffcr/aNWbMmOBhuBscemiuh+d6iI7UZsxYajp2/HmcN/uc0/w3fHlBOgSII5sg0C2B1q2HJv0BZksP2B95ZHrKP2a7aDTg888fWfWNeo5ZseI7dzMVRc1u1fzWDQ4101Vz3aVLl7qrIAU1Q3/xxQ/MUUcl3oZV0bmtOXGA6hAgjmyD4Nln5yT94eViyZJVQaevs856PuUthljR85RzznnRPPnke+aLL9a4m4ksdfRTh79Uw6yrg6A6CpYijaelEXVLbVytGN2S7d9/ckIT9Vg544znzOzZhZv3BOWLAClhy5evCQJCQVHTA3gFzZlnPh/cUlu8OJrDVmhoEQ0xoqFG3ODQkCQamqQY1HFPD+efeeYZ06dPH9OpU6dgNkENaphqsEO76HUtp+W1ntbXdrS9fM5wmI1Fi74xl102OuU5dt1144NzEoghQMqEmg7r1tUFF4wMbmW5f+B2Oe20Z6outtOrvu1+426mLGlQQw1u6F6ANQiiBkPUoIhh0Ui4kyZNMjfddFPQsktDvbv7lY+i7Wr7eh+9n943TG+//bk58cTk53Nqvq5zi2bnEAKkDKnzlx6qX3LJ6JS3HOyih/R6WD9/fvn1fdDtHg2n7l5cVTT8uoZhD4Pm2Hj66afNsccea7beeuukfQmj6H31/tqPsOb8UN+Qp556L+iv5J5X/+//DQuanNfEXUdfgDJhr4PSRoCUObWU0XAqV101JmX7/lj505/6VF0Irqn6RjvITJs2w91MSdHETZrAKdW3e034pImfwvDWW2+ZLl26mDp16iTth1v0TGafffYJLvJ6RvPQQw+ZRx991IwfPz4oM2bMCJ6B6H9j/6bXtZyW13paP9WzHbdof7Rf2r8wfPPN96Zv37eC3uvuedWly4vVfjlxl23T5vGg4Uk69joobRUdIPrDUHt4tX2PwoNodUDUt0Idkzom2n+IDRv2MDvvfILZZpt9zcYbb2522203c/nll4d2EcqUpozV1LHuRVNTzGqqWU05W0jqUzJkyJCq+mqYtA92qVevnjn11FOD5zJz5mT2zTpT2p62q+3rfdz3tov2U/sbxrAsH3+8MmgF6AaDfgV/8MGX7uJJy6kMGZL+ywsBUj4qNkDUfPHCC0fFT9Sbb37DXaSs6R61er9rqJQWLR4x9etfbH73uzZmq63+kHQR2mmnnarq4sJgutRCX6CrM23aNNOsWbOkfdM38ssuu8x8/XVhB/9Tf5EHHnjA/OEPyfUTK02aNDF33313MP9GmPR+el+9v7tPsaL91v6H0e/ltdc+CcaAsy/0zz+fXCdueKjodtjq1TXvIwFSPio2QPRNyD5RBw2a6i4SGRq08a233jeXXtrX/P73+yRdfOyyww47mLPPPjvooBfGt9ply5aZs846K+Uw623btjXz5hW+H4JuJSlE3fdX0a+h7t27V33D/sBdrSi0H9qfVL/SVHQcOp5C0xeUwYPfDcbXOvfcl1J2crX/vuxxuNRJsSYESPmoyADR9LR2S6YTTngqo3uzUaDmsK+99pq56KKLUs7IZxcNDaLmpS+99FLeH9yqmWrfvn1N7dq1k953r732MqNHj3ZXybtZs2al/NWjoqa1L7yQOOtkqdH+aT/dfVfRcen4iskOAnVIjP1/teT66qu17uJxBEj5qLgAUYcp++f3oYc+FAwrUqkmTpxorrjiCrP77rsnXYTsolZAuic/YsSI4CF3Ll588UVTv379pPfQw+G77rqr4L98Vq1aVfVr7NKUc4m3aNGi7OYI0f5qv91j0fHpOHW8xWAHgVp06Yta7L9vvbX6Z28ESPmouADp2XN8wgn69NPvuYtULD2H6NGjh9lzzz2TLkZ2Ueuo4447Lui8l83FSQ+HjzzyyKTtafRctSr68svkB7H59vbbbwed99x9aNSoUfDLrJxp/3Uc7rHpeHXcYXODYMKEBfH/1h2A6gZtdNdD6aqoABk16sOEk1M9bpHa+++/b66//nqz7777Jl2Q7LLZZpuZdu3aBffdV65c6W4msGLFiuCWWXXf+GfOnOmuUhB33HFH0j7ol5WmgC30r56w6Dh0PG5/FR23jj9MqYKgU6efx3vTl7lUUq2H0lQxAaIBC+2mrWqTrma8xabOcOofEFanOB8auFAj29bUCih2kdIvjEGDBpkvvvgi6D09YMAA85vf/CZpWd0y0+2wMCjAUg28qF9RixYtchePBB2Xjs89ZtWD6iMMqYJgypTP4/+m4XlS3T5OtR5KU0UEyIYNPyaMdKsTd9q0Je5iBfHhhx+aYcOGBbeGTjjhBLP//vunnLfCLnpdy2l5raf1tZ1SoKDTN1k9pN1oo42S9j1W1KrK/bavstVWW5nevXvn/aF8dVRvbtNcDYGikKsEOk4dr338qo8wzqfqguC8837uS6KpClzVrYfSUxEBctddkxJOSs0mWCi6j6/bOaeffnraVk7ZFm1P29X2w3hekM7ixYvNfffdZ1q2bJlyFkC7KGy071onLFOnTg2aJdv7oec7Yd0yKxU6Xve5lupF9VNI1QWBWkHaI03PnJk40m9166H0RD5AJk36LGEkW41am+/5n2NjJen2QCZDUeSj6H30fmGOjVST5cuXB8NyHH300Ul10KBBAzN58mR3lYIaN25c0nOAk08+OauH/lGi49bx2/Wh+lE9FUpNQXDFFWPir3XunNhcuqb1UFoiHSBqa25PlNOixaPBfBv5ol8BusWU7paUbttoNFn9Ad9www1m8ODBNY6RpNe1nJbXelrf3aZd9P7aj1L4VSL6lWHvX9jDpWhI9E033TRhHzRsi/rAVDIdv+rBrhfVk+qrEGoKggULViZ8sdOoCTE1rYfSEtkA0bWia9eXE07GV1/92F3Mi2a7U/v66i7s+gau2zo33nhjcPHMdW4Hra/taHvarvsNP1a0P9qvYs/Gt3r16oT9CjNAXn311YTw0K2z2267zV2soqk+7OdXqi/VW76lCwINsxN7vUOHEcHfrKRbD6UjsgGiWf3sE7F379xHcK2uiWSsqJVS//79g9s5haTt632qaxVV7KapxQoQ3dPXXOix99Vzmccee8xdDFVUL/ZzK9Vbvp+JpAuCpUtXJUxHoFGlJd16KB2RDJA5c5YnnJjHH/9kMFJtLjSEeKpOWvoj7Nixo3nvveJ0SNT76v1TPcTW/oY19LmtGAGipsb2A3N9wyY8aqb6sX+JqP5Uj/mSSRD06/ef+DIaIULjtmWyHkpD5ALEHapEQfLhh6nnK8iEvsVrvgZ3sD81UT3nnHPMxx/n57ZYrrQf2h+36az2W/sf5q+RsANE/RrcprrctsqM6smuN9VjvvqJZBIEmmlTY2PFlhsx4v2M1kNpiFyA/POf4xNOQM0p7ksz4h122GEJf2AqpTBQXXWqGyBQx6HjCUPYAeJ2EtSDYmTOfbCu+syHTINAzepjyx199M+NXtKth+KLVIC88kriUCWa8tWXxhVye1CrtVMYQ2Xng/bTbR2m4wljvKcwA0SdGu33Usu1Sm9tlS3Vl9vENx/DnmQaBLprcMQRydPmplsPxReZANHAbIcf/kj8xGvdeqj3UCVq1qgxnuw/qEMOOaSkhxtJRfur/baPQ8dVqGabMWEFiPqW2C3S1FlO743sqd7szoaq11z77mQTBEOHJs7Pk+l6KK5IBIgevNmDtKl9+dSpfj2eBw4caDbeeOP4H5IeMuonfpjPEPJJ+639tx+W6vh0nIUSRoCoY5ym5Y29h4brqLQe5vmm+rOHPVH95tLxMpsg0Hw8+tJHgJSXSARI//6TE066dDOeVUdTgtoXPrVs0tzUUaDjcFtq6XgLIYwAUX8X+z0qZWyrQlM92vWqevaVbRA8++wcAqTMlH2ATJ68KKFH6z/+4TdUiW7r2L88NOdFqc9Ily0dj44rdow63kLczip0gOibst3aTKPOIn/sUXxVz/yyQ3XKOkBWrFiT0GqjefNHzOLF2f/knjBhQsIzD/2MD+NhczHouOzbFDpuHX8+FTJA9MDXbmWmTpNRHZK9WFSfdmdZ1TcNE5BK2QaITuh//OMOs+eeV5v9978nCJCxYz9yF0tLTVvt1la6zaMpV6NMx2ffztLx57OJbyEDRK3L7G2rxz3yT/Vq13O5tD5EuMo2QO699xGz3XbNzM47n2Dq17/Y9OqVPK9AOnrAbPfz0IPmqDzzSEfHaT9YVz3kq6FAoQJk3bp1ZqeddopvVz3t87XPSKR6tUdeUL2r/gFbWQbI9OnTgwHgNt98R1OnzoHm8MPPM2vXZn9yq4e2faGrtA5obgcy1Uc+FCpA3EYO+b71hkSqX7u+C9XoAuWr7ALEba++9dY7mNmz57qLpaUxouzhSdRfotK+zep47X4iqo98jJ1ViADRvtrDlWgudRSe6jlW56r/SvsbQc3KLkDOPPPMhIvTPffc4y6SlvvzXD22y62TYL7ouO0e6/m4LVSIABkyZEjCNseOHesuggJQPdv1rs8BiCmrABk+fHjCydyuXTt3kYy4Dwg1gVMl0/Hb9ZHrg+lCBEjDhg3j22vatKn7MgpI9R2re30OQEzZBIhm7dtmm23iJ3K9evW8ZuBbsmQJTRQdqZrGqp585TtAtL69vai3kis1qu98fp4ybtyCYBTe4457wixfvsZ9GWWiLAIk1b1637mc7R7MdJL6mds5L5ceyPkOkC5dusS3tcsuu1R84IdN9a16j30G+jxydeaZz8f7bw0bVpojWyO9sgiQ7t27J1yQ9N8+9IvFnoZW82fgZ6qPWN2onnx+4Uk+A+T77783derUyfmzR27sv0F9HvpccnHqqSPiAfLoo9Pdl1EmSj5A9EsjX62levToEd+OOtKVymRQpUL1YXcwVH35yGeAPP300wnbmjs3+xZ3yJ3q3f4c9LnkggCJhpIOEM39rWcdsZNWz0D0LMSHvjHZrY00DSySqV5idaT68vmmmc8Aad++fXw7mgMexaP6j30W+lxyQYBEQ0kHiFpZ2RcitcLy5X6TLdYc5qVO9WLXk883zXwFyA8//GBq1aoV387dd9/tLoIQqf5jn4U+F30+vgiQaCjZALFPVhX1/8iFPe0p32RrZn/T9JneNF8BMmnSpITtcPuquNzbWPp8fBEg0VCSATJjxoyE0XFznWlOD4Ptmev69+/vLgKL6idWV6q3bB+m5ytAbrrppvg2dCsTxWffUtbn44sAiYaSC5A1a9aYvfbaK36SaswrjX2VC3sEV10Q9WwF1VP92IGb7Uisa9asNVtv/cd4mTRpmrtIRlq1ahXfh1NPPdV9GUWgzyH2mejz8UWAREPJBUjnzp3jJ6jKnXfe6S6SNfvBcMuWLd2XkYLqKVZn2TY4WLPme7PTTv8XL1OmZH/rSSO/2pNfVcooyaVOn0PsM9Hn4ztCLwESDSUVIE8++WRCeLRt2zYvncZ23nnn+DZvvPFG92WkoHqK1ZnqLxsaGblhw+viZfr07OcacR/mz5s3z10ERaDPwf5cfBujECDRUDIB8sknnyQMVbLjjjuaL774wl0sax9++GHCCe97P77SuMOHqB4ztXbthvjFQWXGjKXuImlpqt3Ye+s2Zi4tfpA/+hz0ecQ+G98pkQmQaCiJANFJaU/spI6D+Rpt9fHHH49vd8sttzTr1693F0EKqifVV6zuVI+ZykeA3HzzzfH33nvvvd2XUUT6PGKfjT4nHwRINJREgNg9xFWuvvpqdxFvPXv2jG/3oIMOcl9GDVRfsbpTPWYqHwHSqVOn+Hsfe+yx7ssoIn0esc9Gn5MPAiQaih4gmvVs4403jp+QGjrad6iSVE466aT4tk855RT3ZdRA9RWrO9VjpvIRIPbgmfn8QoHc6fOIfTb6nHwQINFQ1ABR/wJ7juvatWvnfXyq/fffP77966+/3n0ZNVB9xepO9ZipfASIPfrroEGD3JdRRPo8Yp+NPicfBEg0FDVA7N7hKv/617/cRXJmj39ViO1HmeorVneqx0zlI0Dsz+2JJ55wX0YR6fPwOS9sBEg0FC1A7N7OKmeccYa7SF7Yo8u+/PLL7suogeorVneqx0zlI0DsuUlGjRrlvowi0ucR+2z0OfkgQKKhKAEyZcqUhJ7ODRo0yGmokup89913CSH1xhtvuIugBqovu/5Un5nINUD43Eqb73lhI0CiIfQAUcdAu4ex2pRPm+Y31EU66kdin+jvvvuuuwhqoPqy6y/Tfjm5BgifW2nzPS9sBEg0hB4g7sWhUaNG7iJ5o86J9nvRmzk7bq9j1Wcmcg0QPrfS5nte2AiQaAg9QOSAAw5IOAHvvfded5G8cMOKb7LZ8f2mmWuA8LmVNt/zwkaARENRAmTVqlXmj3/8Y/wE3Hzzzc2sWbPcxXLGvfTc+N7rzjVA+NxKm+95YSNAoqEoASJTp05NGFNHwyOsXbvWXSxntMLyRysspEIrLMQULUDk9ttvT/gmc84557iL5Ix+IP7oB4JU6AeCmKIGiFpktW7dOiFERowY4S6WE3qi+6MnOlKhJzpiihogsmzZMlO3bt34CVmnTh3z6afZzx9RHcbC8sdYWEiFsbAQU/QAkX//+9/BEO6xk7JZs2Z5m/+B0Xj9MRovUmE0XsSURIDIFVdcET8pVf75z3+6i3hhPhA/zAeC6uRjPpCTTx5i9t33tqA8/PBk92WUiZIJEF2wGjduHD8xNcT766+/7i6WNWYk9MOMhEglXzMStmvXy+y66xlBGTBgpPsyykTJBIjMnz/f1KpVK35yai7uFStWuItljTnRs5fbnOi5Bwhzopcmtxe675zoLVqcZrbdtnFQ7rxzsPsyykRJBYgMHTo04QTNx/3vjh07xrfXsmVL92WkoHqK1ZnqLxv5CJB169YljJn28MMPu4ugCPQ5xD4TfT76nHw0bnyo2XjjzYPSp89t7ssoEyUXIGJf8FUGDBjgLpKVRx99NL4tjQK8fPlydxFYVD/2aMmqv2zkI0CkVatW8X049dRT3ZdRBPocYp+JPh9fBx54YHw7t9xyi/syykRJBoiGOqlfv378BNNQJ7Nnz3YXy5hmPrQviJqLBNWz52pRvan+spGvALnpppvi+1GvXj33ZRSBPofYZ6LPxxcBEg0lGSDyzjvvJFz099lnH68xd2Ls2Q+bNGnivgyL6idWV6q3bOUrQCZNmhTfD5W5c+e6iyBEqn/789Dn44sAiYaSDRC57bbbEk7Y8847z10kY08//XTCtnwf/kWd+/Ba9ZatfAWIWvzYjSruvvtudxGESPUf+yz0ueTSMo4AiYaSDhANdXLUUUclXNCeffZZd7GMfP/99wnjK2X7YLhS2M+fVF+qt2zlK0Ckffv28f3hl2Nx2b9M9bnkggCJhpIOEFm6dKnZYYcdEi5qn332mbtYRnr06BHfjkaX/fjjj91FKprqwx69WPXlI58B4v5y5DZWcbi3r3x+mdoIkGgo+QCRV155JWGok8MPP9z8+OOP7mJp6WHwVlttFd9OIUb/LWeqj1jdqJ6yfXgek88A0S8gjY8W26/u3bu7iyAEqvfYZ6DPw+eXqY0AiYayCBC57LLL4iecSq9evdxFMnLppZfGt6G5DGbOnOkuUpFUD/YcHKonXz/++JNp2XJwEB6NGz9gFi9e5S6SlS5dusT3S6O/6tYmwqP6tkdH1ueRKwIkGsomQNRhyR7cT7da3nzzTXextJYsWWK23nrr+HY0cGOlX5B0/KqHWJ2oflRPuZg6dbHp0WOcGTky9x7k7rAqL774orsICkj1bdd/PoYDIkCioWwCRDQek33x17eilStXuoul1a9fv4Q/iMGDK3soBR2/XR+qn1LTsGHD+P41bdrUfRkFpPqO1b0+h3wgQKKhrAJEHnvssYSL3XHHHecuktaGDRtMo0aN4tvQg/mFCxe6i1UEHbfdOk31ovopNUOGDEn43MeOHesuggJQPdv1rs8hHwiQaCi7ABF7OAWVgQMHuoukpZF+7QfzmhinFC+chaTjtSduUn3kYwTkQtC+/uEPf4jva4sWLdxFUACq51idq/7z9TdCgERDWQbIt99+m3Ax0aBuPh0Dr7zyyoQguvzyy91FIk3Hax+/6qOUPfDAAwn7O2HCBHcR5JHq165v1X++ECDRUJYBIm+//XbCUCd/+tOfsh7qRN+mDjvssPg2Ntpoo4oZ9VXHqeONHbvqIV/fLgtFDSl22mmn+D6X6u22KHBv86refUfeTYUAiYayDRDp06dP/CRUueCCC9xF0tL867/5zW/i21Drrqi38tHx2R0Gdfz5nIe+kOyRlVVK8YF/FLgNTbIdkTkdAiQayjpA1Pz0r3/9a/xE1Dfq559/3l0sLf1U32yzzeLb0ei/r732mrtYJOi4dHyxY9Vx+94KsjsLqjz33Bx3kZTsdbKVqsnxokWL3MWQA9VnoZu6EyDRUNYBIuqvsP3228dPRn2b9rmgaGpOTaMb246eq7zwwgvuYmVNx2NP0qTj9Z2SVNwAadPmcbNuXfoB9nIJEHE7Pfq0xEP1VJ+xui1UZ1sCJBrKPkBk1KhRCffzmzdv7jXUifuQVrd5ovJMRMdh37ZSyfWhqBsgKkOGzHAXS5JrgIg9ooDKoEGD3EXgQfVo12suIxLUhACJhkgEiFxyySUJJ/4NN9zgLpIRNQm2f4komNRaqVwf1mq/tf92wOr4fJo+u9zwUNEQJqtX1/ywNR8BoknHdtttt/gx6bZcIb4pVxLVn317U/Wrei4EAiQaIhMgaiFywAEHxE9Kfdv2HXJBt3XsZyIq6i9Rbp0Ntb92Pw8VHVcut61sdhC0a/ev+P8fMGCKu2iCfASITJ48OaEl3p577lkVXqvdxZAB1ZvqL1aXqlfVb6EQINEQmQCRDz74IGG03V133dVrqBPRw2a7dZaKemznuzVKoWg/7R7mKjqefDYOsINAY17F/n+zZg+br75a6y4el68AkTvuuCPhGE8++eS8P/CNOtWX6s2uR9VrIREg0RCpAJFHHnkk4Q/hhBNOcBfJmJq22v1EYkWtUmbNmuUuXhK0X3YrpVjRceS7qa4dBBqB94QTnor/9623Vv/rL58BIvZ0xSqV1iE0V26HUp9pjLNFgERD5AJEOnTokPAHkcsDVj1DUA9te9gTFbVO0fwZpTIplfZD+2O3TlLRfmv/C/EMxw2CCRMWxP+7adNB5vPPv3XW+C93vVytWLEiYWQCFU2HjPTcaaNVj6rPQiNAoiGSAfLNN9+Y3XffPX6CbrnllmbOnMz6KFRHY0TZPXNjRc9aNA2sz1Aq+aD31fu7LaxUtL+FHNsqVRB06vRs/N969hz/88KWVOvlav78+QkzV6rRgAbeRPVUP3bjCtWf6jEMBEg0RDJAZNKkSQnfxvfdd9+cZ1HTt3j10LU7WdlFc0b379/fLF++3F01r7R9vY89R7VdtH/az0L86rClCoIpUz6P/5smk/roo+Rvs6nWy4epU6eaWrVqxetBoUqIpKZ6sb90qN5Uf2EhQKIhsgEiN998c8KFtWvXru4iXjRPu9rH2w/s7aIWLC1btjQ33nhj0BJs/fr17iayovW1HW1P27VbHtlF+6P90v6FobogOO+8kfF/79btlYTXpLr18uHVV181m266abxO9A2b21mJVB/2Lw/Vl+otTARINEQ6QNSZsFWrVgkXk3yOc6U5w3v06JHU2skturBrNkW1dFH/FE3gNH78+KDMmDHDLFiwIPjf2L/pdS2n5bVedUEVK3p/7YfvHOa+qguC999fXrXfP782c+ayhNerWy9f1EzZDhEVPSiu9NZZOn73gbnqKV/NujOlJvfbbbddfB80PQPKU6QDRBYvXmx++9vfxk9Wnbiff/65u1hOdGvs6aefDlqvVPfrIN9F76P30/vmemvOV01BcMUVY+Kvde6cOCRMTevly7hx45JuNSqQC9UxrtTpuN2muqof1VOYNJxO/fr1k87nY445JrTnL8ifyAeIvPTSSwk/2XUbyGeok0zoV4D6YJx++ulm5513TvpDyaVoe9quth/2r41UagqCBQtWBs9AYq+/9dbPTYhrWi+fdE/ffrCuos5yldZjXcdrdxJUUb2E+czj/fffN0ceeWTSOW0X/Rq66qqrgvl+UB4qIkDk4osvTjhZe/fu7S5SEJrHfdiwYcEtJvVJ2X///dPe8tLrWk7Laz2tr+2UmnRB0KvXhPjrHTqMMLE7SOnWyyfVm9vEV8N15NK0u5zoOO3hSVRUH2GdT2oSrGePbvNyFQ2VYt/KipW6desG/bkq/ZZjOaiYANFtHl2UYyepTuiJEye6i4VOw43oGUi5DZMi6YJg6dJV5pBDHowvM3r0f29RpFsv33QRczsbqmjUWZ+Rm8uBjsseVTdWVA9h9PP44YcfzH333Zc0moOKmtjHnrusWbPG9OzZMynkVBo3buw9HBHCUTEBInPnzg36hMROUH0D+vrrr93FKt6HH35lBg58x5xxxnPBr4jqhmjPJAj69ftPfJn27YdXXVh+zGi9QtDwHO434bCaPIeluqbmOu5CD08SoxZdqfpMaZ9uuummlDMbfvLJJ8EvbncdlVNOOcV89tln7iooARUVIPLQQw8lnJwnnXSSu0hFeu+9L0z//pPNMccMS7jAq7z8curbHZkEwcqV3wVjY8WWGzHi/YzWKxRNhawx0tyLlC54+RwnrBi0/6ku3DpeHXehffTRR1VfEtonvb+eP+rZnRq0pKNjsO8UxIq++PXq1SvraatRWBUXIKLQsE9OhUolmj59ibn99ommbdvHk0IjVvQgfPbsxGa4MZkGgX7NxJY7+ughGa9XKGqRpP4y7q8RlRYtWpixY8e6q5Q07a/22z0WHZ+Os9Atz7T9q6++OqnptIpGg852VF81cNGzG7v1ZKzssssu5oknnnBXQZFUZIDotpU9l4S+3ej2VtRpwEP1FL/lljeSLuRuadVqsLn++teS+nDYMg2CNWvWmyOOGJz0HtWtt2HDj2batCXmm28K2zy5uoEnVZo2bVryM1Jq/7Sf7r6rhDHgpx5yq0Xg7373u6T3r1evnhkyZIi7Slb0d6oATNU0/i9/+UvVOTLNXQUhq8gAET1At7+B6mdzsfpTFJIuxhMnfmZuuOG1IBTcC7hdFCoKF4WMwiaddEFgGzp0RtL7VbfehReOCl77y18eqbpATTfr1xemyXWMLoI77bRT0kVKRd94u3fvHkwVUAq0H9of7Ze7ryo6jjCmHPjPf/5jDj744KT313wzajmYz3lZdMx/+9vfkt5LE6OdddZZ5osvvnBXQUgqNkBETXntE1JNfaNAD71fe+0Tc911403z5o8kXbTtottXuo2l21nZShcENu1T69ZDk94/lcMOeyhhGT2X0Ui/haQHu5ri123yaxeNPXb33XeH/mtV76f3rW7sMxXtt/Y/1QPqfFLrLvUct/tVxcrxxx8ftCgslFdeeSWpP4tK7dq1g+FZch0yCNmr6ADRvVZ1KoydiPqjUKfDcvTddxvMmDEfmWuueTXhoXWqoguyHpjrwXku0gWB69ln5yTtSyr6tXLwwYOSlj333JdSDs6YT2rFpFsvDRs2TLpQ2UW3aHQh1VzzuY707NL2tF1tX+/jvrddtJ/a30K3ItPDaw2vY7dijJX99tuvKuAnuKsUhI7zzjvvNHXq1Enajz/+8Y9l+/dbrio6QETDmtidmfTgLpPWIqVAzxY0E+Dll//bHHpo4rd2txx//JPBw+x5875yN1OSFBQKDPc4FCx9+rxZ8Ocjoj4IXbp0SXmxcovu0++zzz7m2GOPDeZfUcMM3Uqqacwzva7ltLzW0/qp7ve7Rfuj/Qqrj8STTz6ZsuWa/lb0q6dQozrURCMxqA50G8vdr6OOOirvoY7UKj5ARAMs2j/JNQBjMf4oMqEL5/PPzzVdu76c0EkvVTnllBHmwQenmoULy7evi25dpWpa3KLFo+aJJ2YH/UoKLTbWmS7ybv+KsIreV+8f5thn06dPN4cffnjSvujZ4SWXXFISfagUyKlaoG252Wam11VXmVXffOOugjwiQP5Hwy3YJ6CGgi8Vy5d/a0aMmB18I091a8cu6vw3ePC71c4GWI70EF0P0/VQ3T1e/bKaPDm83uTqYa25ZtQhTl80tthii6SLVz6Ktqvt6330fnrfsGi+mc6dO6f8dt+mTZuSaVBgU7DaLSt/u+WWZr+6dc3JBx9sXhsxomS/EJY7AuR/9K1Ok07FTkB9y9IfbrGo523//vebdu3ONbvv3sk0anRT0sVTRf00NNrt8OGzzLJl+Wv5Uoq+/HJN0DPeHqQxVi65ZHRVnYX/bVMPbmfPnh0MzdGnTx/TqVOnoGmtbvmkGufJLnpdy2l5raf1tR1trxgPhPWe6sW+zTbbJO1rgwYNzKhRo9xVSor+hjVnzvZ16pg9tt3WHF5Vtx0aNTJnH3iguf6kk8wH77zjroIcESAW3Te1HxJqzB5NjxsWzWt+6623Bp2v9P4bbbSJqVVrb1Ov3rFmzz2vjl8smzQZFPwaUa/ur75a624m8vTw/x//eD4pRDQP+913Tw6eDZWaTz/9NHgGov8tRQoHhYQbHAqT22+/vSiB5mvp4sXmuq5dzTF77hmEh13uv/xyszzP0zlUMgLEoR6w9h9Qhw4d3EXySk001bol1fANKltssYvZYYcjTcOG3UzXri+aF174IJQHyOVAQ6y0aZPci/7II4cEz4kYzDU9nX+tW7dOOu90++rss88u+PTMhTR/5kxzS9UvOzdEzqv6gvbcvfea79escVdBlgiQFNxB3fLdMUsP/jQCabqmoroPfsIJHc1TT71iVq9mDKBU1Hz5/vunpGyFdtppz5h3382+f0slWLlypenWrVvK4VyaN29eVW/vuquUrYkjR5orqkLSDZIrjj7aTHzpJYaNzwEBkoL+uOxmi5pSNtcHhxoPSJPl1NRRLfZe+tXz1FNPBUNdIzNLlmg8prFJIaLSvfurwdDy+G8jgIEDB6Z8PqNzXuddFOnXhn51nF/168MNkptPP918XOBhX6KKAKmG2thvsskm8T+uAw44IKtevvpW88YbbwTf8n7/+98n/bHaRe36NVqpxjYKq4lmVGkMLTVfdkNEvdsfeGBqVf0WtsNdKVPfE7uhSKzoS4tuo1bCuafnH3oO4obIOQcdZB7u2dOsZFiUrBAgNdAflf2HprbvNdG3O80xfe6556YcYM4u22+/fTCOz+jRo8vqAWU50Dhezz03x/z1r48lBYmGbolNbFUp9PA+1eRS6vt02mmnRXZSrZqoRZZaZrlBcmGzZmbkQw+ZDVl8WaxkBEgN1HZc94PtPzi3KaN+lWiMnjPPPDPlbQG7aFiK888/P/gmGGa7/kq1atU6c+edE4PWWW6QnHXW82bu3PJ9QJwJDWh47bXXBgMcuueixtUqhRk5i0l/3+ojcskRRyQFyTXt2pmpr77qrgIHAZKGvp3Z03Lql4NmT3vuuedMx44dU7aZt4vuK2tI6jfffNPdNEKinvgXX/xyUoioP0mPHs+YL78sfo/qfHvsscdSjqO14447msGDB/Pg2LLm22/NE/36mXOrQtUNktvOPtt8Nm+euwr+hwDJwPPPP58w1EmqHrp22WOPPcw111xjpkyZ4m4KRaRh7Y877ol4gPzpT7ea3Xc/u+rzalf1S+X+SNxKVGONVHOEaLInnZOFnlyqnC1ZsMDcdeGFSSHSpXFjM7R3b7Nq5Up3lYpHgGToggsuSPqjtMvee+9trrvuOjNz5kx3VZQQjZ01bNisYCytBg0ur/qW3t7Urt2o6kvB5qZ+/frBuGjlSAOAqiFGqmHWNYaWOqkiM7PefNP0aN8+KUgubt7cjH38cfNDgUc+LicESIY0nHWtWrUS/jAPrDqpNHTCPH7ilp2VK9ea7t0Hmx12+IvZbLO6CZ/rkUceWTajuarllOa1UUsqNzg0P7oadSB7CokxQ4eaiw4/PClIev7f/5nZIY2EXOoIkCxodNLGVT9n1U+jkBPnIDyzZ39gWrZslXTxVQe7iy66yKxYUdj5R3IxYsSIYLgdd9/VmGPAgAE01MiDb6s+/yFVXxJ1G8sNkru7djVflsnUD4VCgACmvC7Guk2aagjzcgi9cvXpBx+Yvp07J4VIrxNPdBcNuMu55cI//zlo6aU+KVNGjy7b22IECPA/pX47iEmUim/Kv/9trq668MeCQEOkpOIGRrpy/cknm2UlOtBmTQgQwFFqD6Rrmsa1nB/8l6v16vs1eLC5t1s38+H06e7LATcgMilXt21rvltdXlMyECBANUqhSaxGKthrr72S9qF27dqmb9++kWh6HEV2MLjUB2dt1bkzb9o082D37gnLvjBwoLt4SSNAgDSK0SlPLfvaVn0jdd/zl7/8ZTAEzrJly9xVUEJqChDXsD594svqVlY5IUCADIQ1LIjmGb/sssvMr3/966T3adasmZlW9a0VpS+bAFm+aFF8WY3FVU4IECALhRqYUOMyPfjgg8FQOe62d9llFzN8+HB3FZSwbAJELbBiy3atIUBSbfOdMWPMPRddZK5s08Z0OfjgoLlxmAgQwMOECRPyNjT666+/HkwX4G5LE4r16tXLrF1bedMWl7tUF/vqaIj52LL/PP549+U4e5vrvvvO9O/WLeHfVM4hQIDykOvkTAsXLjQnnnhi0roq6qz62WefuaugTGQTIE/cdlt82WG33uq+HGdv85HrrksKj0zfL58IECBH2U4Pq5kmNaXx5ptvnrT8QQcdFExmhvJW0wVdjS7UXHd+1XmhSaxiy+n5h36NVMcNCi0/6qGHzNKqLyIbitQajwAB8mTu3LmmdevWSaGgjn9nn322Wb58uXn88cfNzjvvnLRM3bp1zcMPP1yQFl0In3uxT1euPeYYs+C999zNJLCXP//QQ83CEug4SoAAeaZJxxo0aJAUEvYUybGi1lZXXnml+fbbb93NoIy5AVFT6X3qqUGHxHRfHux1nrnnHvfloiBAgAJQB79+/frVOOHY3//+dzN/fmVNr1sp3JDIpPQ755wa5xyxly2FXx9CgAAFpNtWnTt3ThgWRYM2jh071l0UEWJf7FPRnOsrli4108aNM3ece2582WvbtzffrVnjLh6wt/l9NcuEjQABQjBy5Eizzz77BL3INbYVoi1dgLjsVlUv3H+/+3Ig222GgQABgDzL9mK/bOHC+PLV9QXJdpthIEAAIM+yvdirGW5s+fMPOcR9OZDtNsNAgABAnmV7sVdfjtjy1Q1nku02w0CAAECeZXOxV/Ndu0Nh79NOcxcJZLPNsBAgAJBn6S72GkBx5bJlZvr48QmtsFTGDB3qLh5It81iIEAAIM/si302RZ0KqxuWxF6uVBAgAJBnbjBkUu679FKz5ptv3E3FESAAUAHccHDLuU2amG4tW5qbOnY0w/v2NR/PmuVuIgkBAgCIDAIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABe/j+4uUYJY4D/6QAAAABJRU5ErkJggg==)
| Product Number | 3H32-9-M1 |
| Purity | 98 % |
| CAS | 63744-22-9 |
| MDL Number | MFCD08460056 |
| Molecular Formula | C6H3Br2N3 |
| Molecular Weight | 276.919 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 165-169 ℃
TSCA: Not listed on TSCA inventory