![1-[1-(4-Bromobenzyl)-5-methyl-1H-1,2,3-triazol-4-yl]-1-ethanone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABWAAAAVgAHgXUjFAAACgHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvF+NHbKokVddq0qR2k9ZO2rvJJU6KFKACmodvvzM0aUg6ECDb5//v/HBnM73e5WvY+KrOymJGOGUEfJGWi6xYzcjvp28TS67n0xRFKCzqGXlpmterKNputzR98bnblQVNy5x0/Ve7OutptpKW1SoSjPHoz8P9Y8tMsqJuXJF6pOrsqm6N92XqmnYW/xkiyl21yYqok0d5tem8/RUsvIzu6gX5WMst9t0gCsts7WFZVrlrYCMYxZd9gZUvfOUav4DnPZolVbj2+fThrkzfcl80WA0estStH5vqLUVDXq59+obOsPL9bkZyjoBryvymqtweQi2YHQcnwElwCpwGF4Mz4Cy4BBxn+GE/RwFHBUcJRw1HETe492sfBn/av3pcAdzCT/x+tM/t8flaHaq4f2JGNOVSa5DUMp6AoCq24tDSlCljQFFtsCUpk62Ei9gAozrRHCaMSs6w5NQqbmDSemAwkTRJkjjYdSxs0CEtkdY6ZoC5knBJYI8zwC7ONQsSa7uya6MroVtXUjIBE0VNouxHGeP0GA6pqTUJlgZnpuNgT2IVB7vWxoZSJnHLSY4LwFIZkXz4FdRqJTEc0TEe8+lzWSxOqpAtZuSZkzZQv/yyFu+xIlBWC19h+gcHQXoKiD4QInsExGeAvADU8AiqD4SsOQI3nwG6D4QcGwbiPhAychgwfSDk7/AabB8I2T4MJH2gPRvDcwr9vdC1Z2mEOQ93e/ZGmLOId2d1eDVcfsKokXHO4t7dBSOMvty2MSS+iCUfSRduLjJyFDlLgMOFdrlp0cmxjA5XKlYvrtvo5C6O8A80/wf67e2o4nD7OwAAPqRJREFUeF7t3Qm8ldP+x/HrkqkyhWu8XVMZy1Dm0M1QroSEizQQir/KFXJN3UTGEBKaqAxXl4hCs6GiyVChaDQkadCo3PU/33Xu83TOOsN+9ursfZ7n7M/79Xpectaz9zl711nf/Txrrd/6gwEAwMMf3C8AABAFAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwEC5IqZM41p29aYmjWNqVzZmO23N6ZGDWOuvTa/DRnxzTffmI4dO5patWqZnXbayWyzzTamevXq5sQTTzR33nmn+eKLL9yHmD/84Q/2SCXqeZlSft8ZQPZ0727Mlluqxyn+UNv997uPwmZ6+OGHzVZbbRV29CUdrpK+7op6XqaU33cGkB2PPpofEltsYcyVVxozaZIxv/5qzOrVxnz8sTFXXZXfpnMee8x9NDz16NHDdu5b5L23LVq0MOPGjTPLli0z69atM/PmzTMfffSR+de//mUOO+ww96GRgyHqeZlSft8ZQOYtWGDM1lvnh0Pfvm7rJmrTOTp34UK3FWmaP3++qVSpku3cBw4c6DanFDUYop6XKeX3nQFk3m235QfDhRe6LUU1bZp/7j//6bYgTbfeeqvt2C+77DK3KZKowRD1vEwpv+8MIPPq1s0PhXfecVuKGjEi/9zjjnNbkKa6ee+7OvZRo0a5TZFEDYao52VK+X1nAJm38875obB0qdtS1JIl+edWq+a2IE277LKL7diXRnnfixEEQ9SjvJTfdwaQeVttlR8KGza4LUX99lv+uXoMNksw82pDlPe9GG5ApDrKS/l9ZwCZxxVIuSirK5BUop6XKeX3nQFkXjAG8u67bktRGifRucce67YUtmiRMePGGfP7724L/ocxEADJ17lzfig0a+a2FKWZWjpXM7dKc/rp+ecdeaQxY8e6rTCbZmFdfvnlblMkUYPBPW/KlCmmbdu25pBDDjHbbbed2XPPPU2DBg3Mq6++WuBRZSf1TwgguebPN6ZSpfwO//nn3dZNBgzIP0frQLR2pDT33lt4VbvCae5c96ycFqwD0SLCF1980W1OyQ2Gkrjn6crniSeeMNOnTzerVq2yt9DeybuyrF27ti2bUtZS/4QAku2hh/I7eq02b9Mmf/W5VqGvWWPMJ58Yc/XVm1aiP/KI++jiTZ1qzCmnbAqRbbc15o47TF6v5Z6Zsx7Ke9/VuStEWrVqZcaPH29WrFhh1q9fbwNGK9G7du1qDj/8cPehRYKhJFHPmzNnjq3DVdZSf2cAyXfPPcb88Y+bOnz3UFu3bu6jUnv5ZWOqV9/0PPvsY8wLL7hnVVgqlKjbVBdeeKENBlf37t3zLta2DDv6kg5XSV93RT1PgVUtA5MjUn9nABWDqr6q8u5BB+VX4t1uu/w/X3NNfpuvtWuN6dIlv8JvECQnnJB/pVNBrVy50nTu3NlW1lUHrquM7777zj3Nmj17tunQoYM54ogjzA477GAf8+c//9mcdNJJ5q677jIzZsxwHxI5GFKdt3z5cluD6/jjjze3336727zZSv7OAJAO1dBS6Y4gRHRbrEULY77/3j0zsf773/+a/v3728HpoPPef//9zdChQ91Ty5V7hXP66aebjRs3uqdtNgIEQNn68MNN04d1VK2aP/BezC2eJNGYxbHHHht2ylWqVDHdunWz1XXjavHixWbw4MFmr732yrtI7OI2bzYCBEDZy/ukbvr1M2aPPTYFSd4ndfOf/7hnxt6iRYvsOIduUwW3q1Se/fsEXVmNHj3a7Lvvvu6XNxsBAqBkzz1nzF/+kl+hV3uIpGvlSi2KMGabbTYFyV//asznn7tnxs7atWvtfh2VK1cOrzo0ljBJ+6kkjMZsNPZS1ggQACXr0GFTx7/XXvnrRXR1ka45c4w577xNz7XVVmZG27bm159/ds+MhVdeeSUvN/8SBsfee+9tni9tHU3MjRgxwq4FKWsECICSadyia1djqlTZ1Pmr3PvEie6Z0Ywcaczhh5tv856nS95RZ+edzeOPP+5ddLCsTZs2zZx66qlhcGy77bZ29pIW5SWB9llX+Gl6scZmdPutb9++NgDffvtt9/TNRoAASE31r5o337TgUP/V/5cwdbVUeWEx+8knzd+rVQs7apXeeDdKva4MWbJkiWnTpk2hNRta2zE3YSvsNdB/8cUX2/EOVQTWbLGmTZvm5b1n4KdAgACIbsKE/CuQ4GpEVyZapOgxE2nZ0qXm+uuvD0uf62jcuLH5+uuv3VMz5rfffjMPP/ywXaUd/Ay61TNmzBj3VBSDAAGQHo2BaCxEYyJBkOy3nzGeBfu0kE7rFIIOfOuttzadOnWyZT8y6a233jI1a9YMv++uu+5qevfunZH1EhUVAQLAj2ZlqXJvwRlWp51mzKefumdGosV4Bx54YNih/+lPfzJ9+vQxv5dx2fgvv/zSNGzYMPw+KnrYsWNHs2zZMvdUpECAANg8335rzAUXbAoRVepVeRRtUJUm1ZO6//77bcmPoIM/+uijzfvvv++emjYFhIJCgRE8d6NGjWygwA8BAqBsjB5tTK1am4JE1V979MjfKjdNP/74o2ndurX54x//GHb2l1xyiS0KmC7dktKtKd2iCp5Lt64yMSsp1xAgAMqOxg969TJ5vfWmIDn4YLN6+HD3zEgmT55siw4GHb82SVIBwtUqRx+BBsM1KB48XoPlGjTX4Dk2HwECoOz98osx7duHm1kNyjvuOPts89VXX7lnRqJ6TpqaGgSB/qyvlUTTbzUNNzhf03M1TVfTdVF2CBAAmTNrlvn6rLNM+7xOvNof8gesb7zxRltmPF266tDVh65CgmA4+eST7VVKQAv+tPBPCwCDc7QwUAsEUfYIEAAZ9+GwYaZGjRphp77bbruZZ5991muGlcZBNB4SPJfGSTRe0rNnT7viOvi6SpFoVTYyhwABkBUad3jwwQfNjjvuGHbyRx55pN3wyIdmZmmGVvBcwaHih9oqVsUQkVkECICs0h4VV111VaEZVhdddJGZN2+ee2qptANg8+bNwzLrOs455xxb/wnZQYAAKBdTp0419erVCzt/jVvccccdKQsXqr19+/Z2Q6fgsXXq1DHDhg1zT0WGESAAytVLL71kqlevHobBPvvsYwYOHOieFjr44IPDc1UsUFvMaqtZZB8BAqDcrVmzxm65uv3224fhoNLkH3/8sXtqWO7klFNOMb/6bHKFMkOAAIiNhQsXmssuuywMEY2TtGzZ0vzwww/hOfXr17dt2i0Q5YsAARA7H374oR3XCIKkatWq5r777rO1sgiQ+CBAAMSSxjW0m94ee+wRBskBBxxgjjjiCAIkJggQALG2cuVKc8stt9h9QoIg0XHzzTe7pyLLCBAAiTBnzhzTpEmTMEC0eyHKFwECIFG0el0Bcuutt7pNyDICBECiMIgeHwQIgEQhQOKDAAGQKARIfBAgABKFAIkPAgRAohAg8UGAAEgUAiQ+CBAAiUKAxAcBAiBRCJD4IEAAJAoBEh8ECIBEIUDigwABkCgESHwQIAAShQCJDwIEQKIQIPFBgABIFAIkPggQAIlCgMQHAQIgUQiQ+CBAACQKARIfBAiARCFA4oMAAZAoBEh8ECAAEoUAiQ8CBECiECDxQYAASBQCJD4IEACJQoDEBwECIFEIkPggQAAkCgESHwQIgEQhQOKDAAGQKARIfBAgABKFAIkPAgRAohAg8UGAAEgUAiQ+CBAAiUKAxAcBAiBRCJD4IEAAJAoBEh8ECIBEIUDigwABkCgESHwQIAAShQCJDwIEQKIQIPFBgABIFAIkPggQAIlCgMQHAQIgUQiQ+CBAACQKARIfBAiARCFA4oMAAZAoBEh8ECAAEoUAiQ8CBECiECDxQYAASJS6devaALn99tvdJmQZAQIgMV5//XXzxz/+0QbIjjvuaGbMmOGegiwiQADE3tq1a811111ng6Pgsf3225vevXu7pyNLCBAAsfbFF1+YI444IgyNs846y7zzzjvmwAMPDL/WtGlTs2zZMvehyDACBEBsPf300/YqQyFRqVIl89BDD5n//ve/tm3lypXm8ssvD0OkevXq5oMPPnCeAZlEgACIHV1NXHDBBWE46Grjk08+cU+znn/+eVO1alV73lZbbWW6dOliNm7c6J6GDCBAAMTK+++/b/785z+H4dG8eXN7tVGa2bNnmzp16oSPOfXUU83ChQvd01DGCBAAsaCrhrvvvtteRSgEdFXxwgsvuKeV6LfffjM33XRTOEtrl112Ma+99pp7GsoQAQKg3C1YsMCccsop4RWE1nrMmTPHPS0SDbDvscce4XO1a9fOzuJC2SNAUCEEnUUqUc8ryTfffGM6duxoatWqZXbaaSezzTbb2MHbE0880dx55512xhDS85///MfsvPPO9u9FVw+dOnWyVxOb48cffzQNGzYM/741i4u/m7Ln/5sExEjUYIh6XnEefvjh8PZKaQeiWbNmjWnbtm34vumq4d1333VP86bZWvo723rrre3zb7fddqZXr17uadgM/GtHhRC18456nqtHjx72cVtssYVp0aKFGTdunJ0ptG7dOjNv3jzz0Ucf2dpMhx12mPtQFOPzzz83hx9+ePj3oauFxYsXu6eVicmTJ5uDDjoo/F7nn3+++eWXX9zT4CH93yQghqIGQ9TzCpo/f75dg6DHDRw40G1Gmp566il7NaD3U1cHjzzySLi2I1N+/fVXc8UVV4R///vuu68ZP368exrSlN5vEhBTUYMh6nkF3XrrrfYxl112mduENOhTvz79B38HNWrUMFOmTHFPyyh9ANhhhx3s999yyy3Nvff2NBs3/u6ehojS+00CYipqMEQ9r6Cg+uuoUaPcJkSkW3761B+8/7oNqKuC8qCJEMcee6zZdts9zZ57/s00b/6c+fHH8vlZki693yQgpoKOKeqRDq0n0GOWLl3qNiEFre3Q7DR92td7qE//gwYNck/LOs3y6tKll6lZs6M55pjepn79/nkfEL51T0MK6f0mATHlBkSqIx3BzKsNGza4TSiFxo5OPvnk8D3Xp359+o+TCRMWmLPOesGGiI5u3cabdev4e44qvd8kIKaiBkPU8wriCiR9r776aqG1HbfccktsA/iXX9aaG24YHoZIs2avmNmz+buOIr3fJCCmogZD1PMKYgwkOq3tuOaaa8L3ec899zTvvfeee1osDRr0mTn++GdtiJx4Yh/zyitsVpVKer9JQExFDQb3PM0C0mK2Qw45xE4tVYfXoEED+wk6EMzCUulwHyrT0ahRI3PllVfaMhubu8o6rj777DO7DiZ4j88++2zz008/uaelRSVItGZEq9UfeOABWytLG0u1bNnS/lf/r6+r5pVWmq9fv959irR8+eUSc8EFL4dXIzfe+I5ZsWKdexr+J/VvHJAAbjCUxD1PVxdPPPGEmT59ulm1apW9TaVOvnbt2nbwV4J1IFpE+OKLL4aPjeqNN94Iv68OlUDRLKShQ4dWmBpNeg+33XZb+/pU3kULL31NmDDB3HHHHbY2VvCcUQ99CPjrX/9qF3V++umn7lNHsmbNBtOly9gwRBo1Gpj3QeN79zQYAgQVRNCBpBL1PBXyU0cf0EZGepxCpFWrVnYR2ooVK+wnXgWMVqJ37drVrq52aSaSNkaqX79+OBspOKpUqWL+/ve/m1deecWsXr3afWjsKXCbNGkSvp6aNWuaqVOnuqel9P3335vbb7/d7LfffkVCQYf+LlSu/bTTTrMLAnUFojLv+n99Xfuju4/RoRpYDz74oP27SteIEbPzQqyfDZG6dZ8xvXp9Yn7/PbMLHpMm9W8SkABBh5FK1PMUCtWqVSv0te7duxcJgOKO0uiWznPPPWfOPPPMsEZTcOjTszZRUgnzVPtfxMHYsWPNPvvsE/78ClZdxaXjq6++so9z34ujjjrKFlUcNmxY5NtgKoXy+uuvmw4dOpiDDz640PMpgG677ba0S5h8993KvKvF18Krkdath5offmDNSKD0f+1AQkTpvCXVecuXL7eL3o4//nj7idiljYvUQemTrdY06HaNNj866aSTzF133WVmzIg+8KpaWgMGDDDnnntukVs1el6NIfTt2zd2s780m0rvTRCm+vSf7q09vc//+Mc/CgXH3nvvbcc09B6XBV0J3XjjjYWuTnbddVfTp0+ftEqnaKV6z56T7FWIQuS00/qxZuR/Sv5NAnJIwc5bx+mnn57VbVH1yX3w4MGmWbNmpnLlyoV+Fq1D0cC+boOpTHl5UuFIla4PfjYF7dy5c93TSjV8+HA7WSF4DpU06d+/f8YmFyis7r333nBasQ7d+vruu+/cU0s1adIi07DhpjUj99wzzqxdG8+pydlCgAAF6DaIOvK99trL7q1dHjQVVrOONOsrqNsUHFpTocHlxx57LOtbtv773/+2t4KCn6Nz585pre1QQLRv396OI+k5dGWgcuuZCg6XboXpdlnw/Xfbbbe0y8cvW7Y27wp005qRa6550z0lpxAgQDFGjx5tazeVN5WLf+utt2zHpzGZgmGi44QTTrDTWL/9NnO3VDS4f9VVV4XfU+Ga7poYXQVodlTwHPrzokWL3NOyQldACg/9HLq609VPugYP/jzvvX/OtGnzRqGvB8Gi9SQLFpQ8cB+cl3QECFAMDWJrHCJO9Gl/5MiRdqFewS1bg0MDz5oJ9uWXX7oP9abpzVojE3yPc845xyxZssQ9rVSaYXXooYfax+vKpVu3bub338u3Aq5uX6m0in4mXZH4TDteuXJ9kUq+QTDo6NhxRKG2gggQoAIbMWKEXQsSV+qANdh/ww03FKpyGxzqsLWORQHg6/HHHy+0tkO3zdKlsAnCQ7PMNF05LjTuFGx7qxDxuRJxBcFQr15f+9+JE4u/zUiAABWABoTVqanIn24X6baKZj5pRtDbb7/tnh5bWody8803F7uO4oADDrCr6SdNmuQ+rFjq9Bs3bhw+XlcgPkGkDvroo48Ow0O3BeNG4y9BiOh2VrpjIq4gGPr1m2b/q7pa7lVKwfOSjgBBTlPHe/HFF9tP8epANDuoadOmeZ8cJ7qnJoamr2qarRb1uWGiKccdO3a0CyGLm8qqTl7hGZyvsQ/fBY6XXHKJfQ5N1Y1zGCvogttZGhtJd3ZWQUEwrF+/0Zx77ov2zy+99Ll7GgECIP60LkWzyWrVqlUkTBSWqgOm0NDVlxbaFVzb8fLLL7tPF5ludwXfp3fv+HeUCo1gYF1TfIsL1ygKBsPo0XPtn7XXiFtPiwABkCgqz3LfffeFn7YLHhrcDv6s23pa7+FL3yfY87x169Zuc2xpdlbwPmixoQ83GNq2HWb///77PyhwVtHzkooAAXKQSrU88sgjpl69euG6CB1auZ3O2o7iaNGjnkvjMb63v8qLpkvrZ9fVSLplT8QNhjlzltoV7Dr055LOSyoCBMhxutoISopoAsHmUIXhIIxU1ThptNgwWLGuW3rpKi4Yund/335NVyOB4s5LIgIEgLn00kttp6l1Hr40bqC1KHoe1fdKKpU90WvQqvt0q/gWFwzLl6+14yD6+pgxc0s8L4kIEABmyJAhttPUeo90O83Am2++aZ9Dt8R8SrrHhVbNBwUYVQo+HSUFw4svfm6/3qTJi+a3334v8bykIUAA2LGKoIjjoEGD3OZIdNWhx6uKcNJpLEivRVWX01FSMGgtiNaEqK1///w1IsWdlzQECADrwgsvtJ2m9iRJ1w8//GDX0ejxKgSZdLqCCsZy0tnZsLRgmDBhoW0LVqmXdF6SECAALO3poQ5z++23T3tjqF69etnHavZStqrrZlpQA0zb40aVKhhUHys4p7TzkoIAAWCpgGRQ+0ql29OhqxY9TiXoKwptHKbXpMrBUaUKBlXoVaXeVOclBQECIBTUwNI+7VGpsGMw9VU7LFYU2h5Xr0mLItevX+82wxAgAApQRVp1mlWrVrXlTaJQIcpgvEB/rig0rhO8ri+++MJthiFAABSg1deVKlWyneYbbxTeLKkk2vAqGDsp730+ylownfe1115zm2AIEACOs846y3aaLVq0cJuKpZIoOv/II490mxKvTp069rWlux4kVxAgAAp55plnbKepcY0oM6pUOl7nK3gqmkaNGtnXFrWsiYr4fvfdSvvfXECAAChk8eLFYVl37cyYSvv27e25WkdS0TRr1sy+Nu38GEWfPlPt7KoBA9LfgCuJCBAARWhPDHWcbdq0cZuK0Dk694orrnCbEk+vKer7IOef/5INEAVJLiBAABTRs2dP23HuvvvuZuPGjW5zIVyB5Pv666Xh+o6CpdsrMgIEQBHaoS/YXGnMmDFucyGMgeR7+ulPbHhccIH/To5JQ4AAKJZ2JlTnef3117tNhTALK19QLPHJJz92myosAgRAsR599ElTtWoNc/jhTUrdI5x1INqUa1l4+2rWrCVuc4VFgAAo1oIFi83++19lDj74FjNt2nduc4iV6JtmXzVuPNhtqtAIEAAlat78P7ZjfOSRCW5TiFpYxlx22RD7Pj36aMnvU0VEgAAoUd+++ZsfpfpkncvVeLVwsE6d/NtXn3222G2u0AgQACWaP395eG9/xoyf3OZQLu8H8vzzn9r3p1GjgTmzAj1AgAAo1cUX/9t2kE88McltCuXyjoQtW75m358HHvjQbarwCBAAperde7LtILXKujS5uCf64sWrwttXU6Z87zZXeAQIgFJpVXVwG2v27JJXWL/55pu2091iiy3sJ/ikWr58eTh9N9X6j5de+ty+L2ec8bz5/fccu39lCBAAEWh1tTpKXY2URGtFjjrqKNvx6mokqe699177GnbaaSezYsUKt7mQNm3esO9Lt27j3aacQIAASEmrq9VRXnRR6XulDx06NBw7eOedd9zm2Pvpp5/CKcmpypcsXbrG1K37jH1fJk5c6DbnBAIEQEozZy4Jb2Np1XVpGjRoYDvg/fbbz6xevdptjrVWrVqFs8m0O2NphgyZad+P+vX7m40bK9YK/KgIEACRaC2IOsxUpcrnzJljF9+pI27durXbHFvDhw8PC0j26dPHbS6iXbu37Ptx991j3KacQYAAiKRHjwm2w7z88iFuUxGPPfZYeCurd+/ebnPsqPqwrjr082ovlNJqf8mKFevMccc9a9+P8ePnu805gwABEMmnn/5oO0xNW9Xq61QuueQS2yFvvfXW5u2333abY2PVqlXm2GOPDW9dKUxSeeONr+x7ccop/cz69aXvl1KRESAAItGHcq22Vsf5wgulL64TdcxHH3207Zh1S2v06NHuKeVOq+YbNmxof0YthHz33XfdU4rVocNw+z7885+j3KacQoBUEP/4xz/y/jH/05bWnjZtmt3XGihrWm2tjrNVq9fdpmItWbLEHHrooWGIvPLKK+4p5UYBF4SH1q7079/fPaVYq1atNyec8Jx9H0aN+tZtzikESAVw9913h/ebCx76RPWXv/zF1KtXz1x88cWmY8eOdmHUoEGD7C5zc+fONevWrXOfDijR5MnfhbextAo7iu+//z4MEQ1Sd+vWrdz3DdFtquC2lcKjR48e7iklGj58tn0PTj65j1m7doPbnFMIkISbNWuWqVy5sv1F2GGHHcI/p3NUq1bNlmzQlqSaxqhAeuaZZ8ywYcPsiuIff/zR/bbIUVptrVXX6kC1Cjsqre5WVdvg35z+vGjRIve0rNBsq2DAXB+yol55BDp1ete+/ptvfs9tyjkESILp6qF27dr2F+GAAw4IV83ql3XmzJlm5MiR9peja9eupm3btqZJkyambt26Zu+99y4SIqmOLbfcMryaueiii2yp6wceeMAMHDjQXs18++23eZ/G1jo/ISoirbpWB3r11W+6TaXSeEP79u3tJ379m1K5kIcffjhr1Xu1SFAfkILvrxCJOuYRWLNmgznppD729Y8YMdttzjkESILdcMMN9hehUqVKZtKkkiullmTevHlmwoQJZsiQIaZnz56mc+fOpkWLFnYaY40aNUyVKlWKBEmqY5dddjGHH364OfPMM03Lli3DqxnVSZoyZYqt2opkmzBhoe1AtQr7119L32ipOLoC2HPPPcN/M/q3pg86mQoSfaBSeZJghbkO/RuPMtvKNW7cPPvaNQayenVmft4kIUASSh1y8Emqe/fubnOZ0VWNbpONGjUqvJpp166dOe+88+w95H322adIiKQ6dB9cVzMnn3yyadasmf1Uev/995sXXnjBXs1oW9Q1a9a4PwpiYsOG321tLN3KWrfObwxAnbomfmiKb/DvQlfG+sAxe3bZfLLX7VdV1Q0KI+rYdddd7SLBVOs8SqINo7T+o0uXsW5TTiJAEkifnPSLoF+I008/vdwHJGX+/Plm4sSJdi+IJ554wtYR0hWIPunVrFnTVK1atUiQpDo0nqOroMGDS98ND8n11Vdf2dtKBYNEh4oydurUyY7D6dZTFJp5qG1odXv14IMPLvR8Koyof5OpypMgPQRIwigsgsHI3Xff3c5wSYqVK1eaL7/80q4H0NXMPffcY6677jpz/vnn532qO87su+++RUJEhzoDVGz6d3z77bfb+lnu338QAHXq1LEfSK644gr74aR58+b2//X1glcZBQ9NDtHMw1RVdeGHAEkYTYHUL4ZuX2nNR0W0YMECO6Zz5513hq/188+jz/hBsmlc7o477jCnnHKK2XbbbYuEQmmH1proA5a2oU21kyA2HwGSIPrF0oC5flF0mV7R6T71YYcdZl/vlVde6TYjB2hmnz486NaoZv1pjERXrboC0X/1//r6a6+9Zr744guzfn36g/rwR4AkhAYdg8t73R/OlQWAzz33nH3N+iTK6nogXgiQhAgK02lQWeMIuUKfQDXWo9d+1113uc0oB5rGquP44581CxaUPLYQnJcUFfV1ZRIBkgCadhjc4+3bt6/bXOEFpVoUJCxWLH9BB6qjY8cRbnMoaR1tRX1dmUSAxJyuNoLyJLoKyUW6dRUMpj777LNuM7Is6EDr1etr/1vSdq5J62gr6uvKJAIkxjTOofEOdZwa/9A4SKZohfjYsWPtqnF94i9usFKHNgfSYr9sTx++6qqr7Pugony+i8BQNoIOtF+/afa/zZq9UuyWrknraCvq68okAiTGNNNKnaZmXmkGVllRyYgPPvjArsPQQkSfRX46NB5Tv359GywKlUzeXpoxY0a48l6lMFB+gg5UGymde+6L9s/FFVZMWkdbUV9XJhEgMaUVuEGHqTo+ZUFXGG3atLGLstwwCI6DDjrILs7SoYVaBRdsBTWygp/LPXSr7fLLL7frUzZs8CtxUZpg74YzzjjDbUIWFexAR4+ea/9cv35/u81rSeclQUV9XZlEgMSQbg8F5aYbNGiwWaVKVFNK+1Or9pTb4deqVcsWZNQce33Cj1rMTuGg+lhDhw61tYaOOeYYW9+q4HPr59disKhlKKJQ5VQ9twLss88+c5uRJW4H2rbtMPv/99//QYGzip4X0Hawd989plyPe+4ZZ6ZMKXwb1v15031duYgAiRmFhW4rBZ2wT8VQWb16tV21HgRRcKiAYa9evcq0YxeVilB5ElXh1R4LwffTymCNoSxcWPyAZLpUmkLPq/pJKB9uBzpnzlJbmVeH/lzSeaLqvcHXy/u49NIhhX624OuBdF5XriJAYua+++4LP2Wr4q4PlWevXr162Ilvv/32tuKt9uzIBm1ApfGVYP2GDt3eUiXfzV0AqWnMer5tttmG0vDlpLgOtHv39+3X9Kk9UNx5MmDA9CJXBOVxqDR7QcX9vOm8rlxEgMSIqtkGpUp0aylduloJxgmC4NA+6WV9tRGVBtWffPLJQiXf999/f/Pee/47uSmA9thjD/tcukWG7CuuA12+fK0dL9DXx4yZW+J5cVbcz1sRXlcmESAxoVtA6lzVMR555JFpf1IvuE2nDlW41YZRcbBq1SpbaVVXDfrZNF5y0003RR5zcalQnp5Hr5d9Q7KvpA70xRc/t19v0uTFvL/b30s8L65K+nmT/royiQCJiUsvvTS81aMB6qi0JkJXGcEgtm4b+d76yjRtFKUKq0HIafDdJ+R0RaWxFT2H1qUgu0rqQLVmQmsn1Na/f/5aiuLOi6uSft6kv65MIkBioF+/fmGnquKBUWk2lKbNBo/13aYzmzZu3GjHQoKBdm1tqq1u03X11Vfbxx9yyCEsLMyy0jrQYLvbYDV3SefFUWk/b5JfVyYRIOVMO7IFe49fdNFFbnOJNMuq4HiHFh2qc06K999/P9xVUa8/3b1NZs6cGa5HSfex2DypOlDVkQrOKe28uEn18yb1dWUSAVKOtHfB0UcfbTtBrdOIWqpEYwdBeKgT1X7iSfT111+bAw880L4ObWma7grzs88+2z5Wa2WQPak6UFWyVUXbVOfFTaqfN6mvK5MIkHKkRXjqAHU756OPPnKbi6XbNVoZHoRH0osLajwjqPelWWPjx493TynRyJEjw/dh+vTpbjOADCNAysnbb78d3oLRmomobrvttvC2Vffu3d3mRFKIaN9zvaYddtghre1ra9eubR/XokULtwlAhhEg5UAL4IJFdipGGLVUiW7xBLOtKtqWtosWLQrLrajelqY1R6HV73qMpghnu0JwLlm5cr356quf3S8jxxEgWaZbUCoGqE5Pg8jqOKPQ7KpgnYdmW0UNnST59NNP7W0svUatY4lC40iayaXHaDozyt7atRvCaaxTp7L6H5sQIFmmAe/gvv0bb7zhNpcoGDTXlUvcp+pujgEDBoS36FSzKwpNC9b51apVs7PTULb+9a9xNjxOOOE5M39+tIkeyA0ESBZ9/PHHdraROrvrr7/ebS6RalsFnWpcFwmWpdatW9vXuuOOO0YKy59//jm8cokaOojm3Xe/CWcdFbc3BnJbmQfI1cccU+S49thjzS2NGplnO3c2C7780n1ITli5cqU54IADbCenMupRN1/SJ+qgMGLU2zpJt2zZsrDeVdOmTd3mYl177bX2/Jo1a7KwsIx8991Kc9pp/Wx4lLZHOHJXVgKk4NH2uOPMzIkT3YdVeMGKcX1S1iK4qFSSPXicT9mPpHr55ZfDq67Ro0e7zUVo7/hggkEuXKVlmsp3tGr1ug2PRo0G5oV6tA88yC0ZC5CC1q1ZY+bOmGEevuYa23bPZZcVaq/oCt7X157jUenqIxg4z8UBYs1Q02tX/awozjnnHHu+HofN8+STH9vw0F4Yn3yS+jYiclNWAiTwy+LFtq3dCSe4TRWWVlsHe45feOGFbnOptJNgcPVRXiXZy9O4cePSugoZNWpUeP60adPcZkQ0efJ3NjgUIAoSoCRZDZBl/wuQmxs1cpvCx+n+9bghQ0y35s3N/9WrZ66tW9c9NTE0xbROnTq2Q9M4hu7tR6X3IVgX4bM3SEXx17/+1b4HUfdBVyl8na/V+kif9r/QLSuFh25h6VYWUJKsBMj6tWvNvJkzTY+2bW3bq3mfrF3B4wZ26xb+Wcc1eR1wUmnPC3VmKlXywQeF91VOZezYsfaxmu6rMui5Sosn9T5ofGP+/PlucxHB7ULNdosygwuFBQUDTz21nx1EB0qTsQAp7rixQQPzxtNPm9+LqRobnNPu+OPNm717m8ULFiR6sdyIESPCQV1tgJSuNm3a2MeedNJJblNO0b+BYEfDKO+jrvr22msve37nzp3dZpTi5Ze/CKfsvvPOHLcZKCKrAaLjvhYtzJxiCt8F7cMSXhxQtCf4n/70J9uJnXrqqWkHoart7rzzzvbxrGvYVP9L06CjCGau7bLLLiwsjOjrr5fahYIKjy5dxrrNQLEyFiAFbcjrEH/J61Q/GDrUdDrrLDuV9+upUwudEzxuSYrSHkMef9x0btzYdG/VyjzdqZN58YEHzPB+/cyEYcPMV5Mn2ysXzfoqLxq7OCvvNaoD08rohQsXuqekpNtdwW2bXBw8d82YMcO+Hzo0XTeVpUuXhgsLtSc7SlewVEnTpi+bNWs2uKcAxcpKgBQ06+OPbfuDbdoU+nrwuP+m+LSuKcDuVU1xR/u8T/53XXiheaRtW9P/7rvN0LxP8mP//W8zfexYO6VYA/qZ8OCDD4ad3euvv+42R6LqvHq8FhwiX3Ab64knnnCbitU27+9d5x900EEsLEzhnns2lSqhYCLSkfUAWbt6tW2/oV69Ql9P9bjA8iVLzIS33rJXHbr60FWIrkY6n3NOkRBJdTSuUcOcdMQReb84J5gLLrjAlhe59957bYXXMWPG2Cm4v/76q/sjlOiTTz4JS5W0a9fObY7s9NNPt8+Ry7OvXCrXrvfkvPPOc5uKpZ0egzGooXlXvijeyJGbSpUMHkypEqQn6wESXIFoQL2gVI+LSlcW8/KuMKaPG2fGvfqqvfLQFYiuRO5q1sx0OO208Hs1PPBAs88OO4RXDCUd2qNC+1VoSmnLli3N7bffbp566inz2muvmUmTJtnbVCpVok+7Ov+IvFCKWqqkOPp+ep5X835+5AvKtmtsKarGjRvbx6h6MYr6/vtfTf36/W14tG8/3HChhnRlJUCCMZAP/zcGovZ+d91V6JziHpcpmlassZLpEyealwcNMvfdd5/9tK+FfieeeGK4/sLn0L4UumfvS3taBM81a9YstzlnTZ06NXxffvnlF7e5WLqKDB4zZcoUtzmn/f77f03r1kNteDRs+ELee+r/gQe5K2MBUtpxxwUXmBVLlxb7uDjROoLJkyfbsutPP/20ufPOO+0ViG4xHXrooeFMqYLH5o5bBOs/tHZEU1KRb9WqVeEtqajb/0qw57xqkWGTxx57NyxVMmlS6RNXgJJkJUCuqVvX3jq6v1Ur886AAfYKwBXHAIlizZo1Zs6cOeaaa66xHZVm/6i8uC/tca7niTplNZcEVYn79u3rNpXohRdesI+pVKlS5M27Krrx4yeavfY6M+/fWLu8IElvgStQUJkHSK7SegNN21Vnlc4e5y7dTtNznHzyyW5TztPtRb032pQrKq2p2Xvvve3jbr31Vrc552iKs2a0bb31zuaMM1qZDRuKLuoFoiJAypAq5qqj0harvrefgudoVEy9sFwXrK/RJIZ0BKGsW466FZbLNItN74U268rlEjkoGwRIGdIAeDCNV7OGfGgwX49v1qyZ25TzNMlB70379u3dplJp0L1y5cr2sT179nSbc4YWVeo90DF48GC3GUgbAVLGgvUKtWvXdpsiCWpgXXHFFW5TztN7ovdG71G6rrvuOvvYAw88MO3SMhXB559/brbbbjv7HmgiCFAWCJAyNn36dFtBV7+oI0eOdJtT4gqkZL5XIDJ79uxwFpfW7+QSTfQ47LDD7GuvUaNGWotjgdIQIBnQoEED+8t69tlnu00pBYUDGQMpyncMJNCkSRP7+Kg7HFYUwX7xWqPEehiUJQIkA9566y37C6srkXT2PxdmYZXMZxZWQQV3OFTZmVwwZMiQ8DU/8sgjbjOwWQiQDFDxPpU+0S/t1Vdf7TaXKlgHonv1KCyoEJDOOhDXMcccY5/j0ksvdZsqnAULFoSLXXU1TFFJlDUCJEO0cl2/uBq4XLJkidtcoqD8hlaiaw0D8mmdTTCG8eGHH7rNkQ0aNCi8OmzdurV59NFHzSuvvGJL6M+dO7fCDLBv3LjR1KtXz75WTStfnKHq08htBEiGaOBy1113tb/AUXbSC6h8SnDLIcreF7li2rRp4fuixXC+NBspeJ6Sjj322MOWQDlHFZ7zriDvvvtuOy37nXfesY/fnO+fLfqZ9VoUuu+++67bDJQJAiSD7rjjjrBDWrdundtcoipVqtjH5dpsodIEJUl23313tyky/R1oerWeRwPKmuxw5JFH2ud0QyTVse2225r999/fVvq97LLLTKdOnUyPHj3Myy+/bN5///1yvZoZP3682XLLLe3PefPNN7vNQJkhQDLohx9+sB2VfpHTuW9fv359+5gbb7zRbcpZV155pX1PVKLdVzBFWnWxVIa/oA0bNthOX53vSy+9ZAecb7rpJjtWopDQ+Evwd5nOofLzRx11lPnb3/5m16/oyqBfv35mxIgR5rPPPtusumnF0aLJfffd137vY489ltugyCgCJMNatWplf5m1R0hUwe0HDfgiXzCArjELH2+++Wa4Pqd79+5uc2Tq8NXxKwD0oUB/VwoGBYSCQoHhhkiqQ8G03377hVczCi4FmIJMgaZg05hGFNoYTc+pPWVU5BPIJAIkw9TZBB1X1HvRwUC6bkMsX77cbc456giDzlZjEOnSuFIwHqVS/Jm+taTOPria0S0t3drSLS6Fg0JCYaFbYG6QpDp0q0233DSj6qqrrrLhpRBTmH366aeFtlMeOHCg+2MBZY4AyYIzzjjD/lI3bNjQbSqWdjMMxkEGDBjgNuecbt262fdCVWTTnYqqsNBOkkEHrHplcaHBeAWiBud1Wyu4mtHgvQbxNXbmhkiUgzI4yBYCJAvefvtt+4utK5GouxXq06oeo9XXua5mzZr2vbjlllvcppSC8NF7rwWeSaMA1NWMBuY13Vi38DQwrg2ydDWjgfyCVzP6M6VKkC0ESBboU7N2MNQvuG49RBGsZtd6kB9//NFtzhnafTDoHNNd1T9hwgQ7YK7HdujQwW2uUDR4rokBP/30k9sEZAwBkiXPPPNM+Akxyi+5ZgXttttu9jGbs0FV0l1yySX2PdCMonRo7EhjDXqsBrfTmUYNIBoCJEs0rhGsN9C97iiCdSR6nBYm5hotpAzWM2hGUjqC4NFYEgsygcwgQLLozjvvtJ2apnoqUFLRlYr2WNdjnnrqKbe5wgv2/1BdsXRmTvXp0ye87ZXO+hsA6SFAskhjGcGA53PPPec2F6tdu3b2fM1AyqXtWKdOnRpefTz//PNuc4l0tRHsPqirEACZQ4BkmQr4qXPTBj9RpqQuXLgw7BC1X3ou0NXGcccdZ1+z1j1EXUSncQ6Nd+hxGv9gDQ2QWQRIlmnef7CwUAvAotAgus7X1cs333zjNlc4vXr1sq9XhQA1kyoqzbTS4zTzKp3HAfBDgJSDM88803Z0Udd4aLxE8/31GO2ml854QNLoFlTVqlXta01nL5Vhw4aFwXzvvfe6zQAygAApB7ryUEenDi9qaY733nsv3A+ja9eubnOFoJlmqhkW3IJatmyZe0qxtLo8mPKsVecVOWCBOCFAyoHGPjQGog5PVWajUpE9PUaLC7UyuaJp2bKlfX1bb711kWq5JVFYqL6VHqcQUd0rANlBgJQTzcIKxjWirjRfv359uCWrigPOnj3bPSWxginOOh577DG3uUTBHvK6mlPFXQDZQ4CUE41rBKW/77rrLre5RPPmzbNblOpx2jc9ne1y4+rJJ58Mw0PFBKOaOHFiWKpEe30AyC4CpBwF+35opXmUhYWBKVOmhNV6NW01SmmUuFJ4BGM7559/fuQpuytWrAgnFmiqL6VKgOwjQMqROv5gYaFqZaVDFX41VqDHaqX2okWL3FNir+BtKw1+pxOi2ilQj9MamVmzZrnNALKAAClnqs6rjlDVeqMsLCxo+PDhYakT7dinTYWSQLOtgp0adWgXvXTCQ3tnBI+NuqIfQNkjQMqZ9gcJ1i/oqiJd2vVO25fq8QqTuG9ApXUetWrVCgNAaz2i3raSr776Krx9d9FFF7nNALKIAIkB7VSoDlE7F/rQWpIaNWqEnbLKpURdQ5Etmm6rFebBIkHdfkt3f3PNQtNOfcEVF6VKgPJFgMSA9kpXp6grEe2h7kODyhqEDkJE26FqP+44UGHEoLZV0Pl//PHH7mkp3XjjjfbxWgejjaYAlC8CJCaCFdgaG9gcKvu+4447hp11/fr1zbhx49zTskK3q1SSPaiqq9lWumXlc3Wk23vBrb5c3mALiBMCJCa0b4U6x2222cb88MMPbnNatBq7adOmYYgEQaJB92yU+dDVgUqpB8GhQ1NtfQsc6v0INuPS68jGawCQGgESE1rHoNtO6iS1E2FZGD16tC2+WDBItK/IbbfdZgfvy9KcOXNMt27dCo3F6NAUY+3nkc5AeUGamRYUn9Tq+yROVwYqKgIkRv71r3+FHWVZbmGrIFEnHNwCCo69997btGjRws7c0jjF6tWr3YcWS+dNmzbNDBw40Nby0phGwefVoT3MtQ3t5l4tPPDAA/b59LMPHTrUbQZQjgiQGFFZku222852mL1793abN9v8+fNtSAUruIs7qlevbk477TR7aLGeChzqv8HXiguL4FAg3XLLLWbmzJnut/aigfZgseT111/vNgMoZwRIzGiQWR2mbv2ku7AwHVpPoTIimrkVjC+ke+hKqXHjxnY67hdffOF+i82ycuVKW+tL30frRtJZaAggOwiQmNGn9+BW01tvveU2Z8wvv/xiixPqdpZqdOn4v//7P3sFov8GX1O7BsOXLl3qPkWZuvzyy+17oMWRZXVFA6BsESAxdPbZZ9vOs0GDBm5TTtCge3CVk26NMADZQ4DE0MiRI23nqSuR6dOnu80VmvY4CVarX3jhhW4zgBghQGKqdu3athPVLKlcoVIlderUsa9bg/k+Cw4BZA8BElP9+/e3HalmIWnP71xQcMveDz74wG0GEDMESEzp03iw8+A///lPt7nCGTFiRLixlKYaA4g/AiTGVPNJHaq2bdVsKM2C6tOnj60LpbGRJO9EWJD2hA+29z311FM3e/EhgOwgQGLs559/LrJ63D0ULlrcp45X9adUsfahhx4ygwcPNmPHjjVz5841v/32m/vUsaG1LmeddZZ9LdWqVTMLFy50TwEQUwRIzKm6rhb7NW/e3K4EP+CAA8JdCNM5tOhPC/K094j2C9HVjHbz01oTlSVZvHix+62zQmEX/Iyvv/662wwgxgiQhNIMJRVEfO+99+yAe5cuXcy1115rzj33XDuTaa+99ioSIqkODV7rakYFGHU107FjR/Pggw+aQYMGmTFjxtirGY3NlJXJkyeHpUratWvnNgOIOQKkglOn/+GHH5pXX33VPP744+bWW2+1e3ToakalQipXrlwkSFIdutWk/Ut060n7l+hq5tlnnzXDhg2zRRk1ppHKr7/+ag466CD7fHouSpUAyUOAwG4Nq3IhWsCoqxnNgmrbtq1p0qSJqVu3ri2S6IZIqkN7gehqpl69eubiiy82HTp0sJV1VcFXVzPBfiUqHlnWpeUBZAcBgsjmzZtnN4saMmSI6dmzp+ncubNd6KirGV1NVKlSpUiQpDqefvpp99sASAgCBGVKe7PPmjXLjBo1yl7NdO3a1V7NnHfeeXaPEG1oFYSHQgdAchEgKBe5VuMLqIgIEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAePl/e3cDQe4NoU0AAAAASUVORK5CYII=)
| Product Number | 4H17-9-06 |
| CAS | 885950-25-4 |
| MDL Number | MFCD06797390 |
| Molecular Formula | C12H12BrN3O |
| Molecular Weight | 294.152 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory