![tert-Butyl 4-[3-(ethoxycarbonyl)quinoxalin-2-yl]-1,4-diazepane-1-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABDoAAAQ6AH9LckRAAADHnpUWHRtb2xTb3VyY2UAAHicjZZtb5swEMe/isXrYfxsUiWpqlaTJvVBWjtp7yaX0BYpQAU0D99+ZxO64GS4TaKjx/932L7zmfnlrlyjTd60RV0tIopJhPIqq1dF9bqIfj19j9PocjnPQATCql1Eb133fpEk2+0WZ295aXZ1hbO6jPr7F7u2GGm2HNfNa8IIocnvu9tHx8RF1XamynKg2uKidc7bOjOdG8V/HpGUptkUVdLLk7LZ9NH+MGK/BO/aVfRvLtdw7wpQ9FKsc/RSN6Xp0IYRDF/yDb3mVd6YLl+h5z24ORYw9+X87qbOPsq86uDSRigys37smo8MHGW9zrMPCAYXP24WUUkBMF1dXjWN2SN7Zd2GIsOQ4cgIZCQyChmNTIrMDBlK4Af3KQgoKChIKGgoiCioKMgo6BjomI0DOgY6BjoGOgY6BjoGOjaDXK1zO9in/XsOM0bX6OHwu0fXR5/7I89gH5zOfSANbBHFFHPONRosLBP8DWbwHgzDSmmBYNEIzEmCU2ikwJmKwRycB8kB8GNTKqmNTShPUcyw5EqhmGNOrGVYC+GezTQsQSxwKmA5Yok1maXWSkqk9SvBieW0ltL6Z1QKF0cTFaE9TI/jVBI7Dk7BUCyFndUwOwLkkfXcvuoQBOKT9Cv/w/io1HZcSnFmreBcWT8lvV4pJaxllLn5MCqdfyYg5ZYj1q9wqsUMxSmmQsM6aFif3k+IFlCNyWc5LufPdbU6ukTFahE908jV6c/8pWWHUo1Q3azyBna/DWClxwAbA7awpwE+Buw2mAbEGLCb5hNg5wB5AqjpJ6gxYDfkJ3B1DtBjwG7faSAdA3azTwOzMeBawzRh749S51pJgPHT7VpPgPEy3reqAMNP5h9EvLT33TDAeJnvu2eAOU1+EPHS3zfo6RKjXgX0DT3AeEXQHwCB7ehXgTswAoxfBe6ACTD+vncHUoDxqqA/wAKMXwbqC4w8M7ZAV2JeGfSH6nSfYfoMIwPP8eqgP7QDjFcH/SEf6LLkDBOoHU7PMGdrJzk6O5LhtQcuT16JkqP3pQTeEpd/ARF65aQYM22YAABChUlEQVR4Xu3dCbzM9f7H8b8la1pkTUop0aKdlkuWVLihUtGG6CK6RXuJtFztJC1ooeRmi6joUlKhUmTp2soakX3P+vnP5zt3pnO+nZnzm++Zc87M7/d6Ph7ngfl+zyw/M9/3/H7f7f8EAAAH/2ffAACAFwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECDIdzNmzJCrr75aypUrJ0WLFpWqVatKq1atzO0R//d/2b9VvdQBkDx84pCvBg4cKNWqVZORI0fKpk2bZPfu3SY4mjdvnikQvISDlzoAkodPHPLNvHnzpEqVKrJhwwa7yOjdu3f0717CwUsdAMnDJw75pkOHDjJgwAD75ix5CQcvdQAkD5845Bvt61i6dKl9c5a8hIOXOgCSh08c8k2xYsXkjz/+sG/OkoaDlx8AeYdPHPJNogGSHS91ACQPnzjkGy5hAemNTxzyjXaiv/LKK/bNWfISDl7qAEgePnHINzqM96STTpKNGzfaRcbjjz8e/buXcMhYZ8qUKdKwYUMpVaqUVKxYUdq0aSPr1q3LUBtATmX/qQRykU4krF69uowaNUo2b95sJhLOnDkzxxMJ69evL2PGjJE1a9bI9u3bzZySBg0aZKgNIKey/1QCuWz69OnSokULKVu2rBQpUsT0jbRu3doESUSiAWLbsWOHlChRwr4ZQA7E/sQBPrFz507p06ePNG3a1C4CkAMECHwtMj9EF2r0OuILgDcECHxv27Zt0qtXL6lTp45dBCAHCBAEgoZIyZIl7ZsB5AABAl/S/UVmz54te/bskVWrVknXrl3pAwGSjABBytB5ITqUNxnGjx8vF1xwgRQvXlwqV64sHTt2NPuNAEgeAgQpQYfZ6m6EOjsdQHogQJAS1q9fb0ZLtWzZ0i4CkKIIEKQEAgRIPwQIUgIBAqQfAgQpgQAB0g8BgpRAgADphwBBSiBAgPRDgCAlECBA+iFAkBIIECD9ECBICQQIkH4IEKQEAgRIPwQIUgIBAqQfAgQpgQAB0g8BgpRAgADphwBBSiBAgPRDgCAlECBA+iFAkBIIECD9ECBICQQIkH4IEKQEAgRIPwQIUgIBAqQfAgQpgQAB0g8BgpRAgADphwBBSiBAgPRDgCAlECBA+iFAkBIIECD9ECBICQQIkH4IEKQEAgRIPwQIUgIBAqQfAgQpgQAB0g8BgpRAgADphwBBSogEyPnnny8HDx60iwGkIAIEKWHnzp1SsGBBEyLnnHOOTJs2za4CIMUQIEgZK1eulFtvvVUKFChgguSGG26QFStW2NUApAgCBCnnm2++kdq1a5sQKV68uPTs2VN27dplVwOQzwgQpKRDhw7J0KFD5dhjjzVBctxxx8mwYcPsagDyEQGClLZjxw555JFHpGjRoiZILr74Ypk1a5ZdDUA+IECQFpYtWybXXnutCRHtbG/btq389ttvdjUAeYgAQVqZOnWq1KxZ0wRJqVKlpE+fPrJ37167GoA8QIAg7Rw4cEBef/11KVOmjAmSqlWryoSxY+1qAHIZAYK0tWXLFrn77rvlsMMOk+ahIJnfsKHIggV2NQC5hABB2vt54UIZd8UVoXdz6O1cuLBIly4imzbZ1QAkGQEC//joI5Fq1cJBUrq0yMsvi+zfb9cCkCQECPxl3z6R558XOfLIcJCcdprI5Ml2LQBJQIDAn37/XaRDB5FChcJB0qyZyNKldi0AOUCAwN9mzxapWzccIkWKiNx/v8i2bXYtAA4IEATDiBEiJ5wQDpLy5UXeekuEZeOBHCFAEBx79og8/rhIyZLhIKldW2T7druWyNy5Iq1bi1SsKHLYYeE/W7US+fFHuyYQaAQIgmf1apGbbhI59liRNWsyl+mZSrlyIv36iaxaFe6U1/ovvRQ+c9FyAAYBAkRoJ3vZsiLz59slYXp7mTJ0xgP/Q4AAEXfcIfLYY/atmWm51gNAgABROgkxu6VQ9CxE6wEgQICoYsXCHe3x7N4tUry4fSsQSAQIEEGAAAkhQIAILmEBCSFAgIjOnUV697ZvzYxOdCCKAAEiFi8OD9PNbhjvkiV2CRBIBAiQ0fDh4YmEOnFQJxDqRMJffxXp3z98u5YDMAgQwDZnjsgNN4hUqBBeykRnoOu/dWFGAFEECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAsQyb57I5ZeHh/MC+AsCBIhF54LozoWjR9slAIQAAWIjQIC4CBAgFgIEiIsAAWIhQIC4CBAgFgIEiIsAAWIhQIC4CBAgFgIEiIsAAWIhQIC4CBAgFgIEiIsAAWIhQIC4CBAgFgIEiIsAAWIhQIC4CBAgFgIEiIsAAWIhQIC4CBAgFgIEiIsAAWIhQIC4CBAghpmhAOkZCpCfCBAgSwQIEMNLoQD5v1CAjCZAgCwRIEAMBAgQHwECxECAAPERIEAMBAgQHwECxECAAPERIEAMBAgQHwECxECAAPERIEAMBEjWzjtvoFx22VBZtmyLXRSldeB/BAgQwwMPPGAC5L333rOLAk3D4YMPFkr79h/KoUN2aRgBEgwECGDZuHGjdOrUSQoWLGgC5LnnnrOrBFokHDp1mmCCJCsESDAQIMD/7N+/X/r16ydHH320CY7y5ctzCSsLkXBYvXqbNG48TDZt2m3VIECCggABQiZNmiTVq1c3gXHUUUdJ37595cUXXyRAspAxHIYNmysPP/xZhtIwAiQYCBAE2uLFi6Vp06YmKAoVKiQdO3aUDRs2mDI60bOWMRwOHjwkbdqMlRkzVmeoQYDYfv/999AZW+Zj5AcECAJp69atcs8990iRIkVMSNSrV0/mzp2bqY6GiZadd955JmgQZofDzz9vkmuuGSF79uyP3mbXCaoDBw7Iq6++at5n2qf2+OOPh47THrta2iJAECgHDx6UwYMHS7ly5Uw4nHjiiTHPMBYtWiRVq1Y19Q477DDp3r27CZ6gyyocBg78PnTG9k3031nVCZrPP/9czjzzTPP+KVGihBxxxBHm71WqVJGRI0fa1dMSAYLAmDZtmpxzzjnmQ3z44YfLk08+KX/88Ydd7S/GjBkjlStXNr9XuHBh841SgyiosgqHffsOSuvWo2XJkk3m31nVCYpffvkldEZ2jXm/6FlHu3btZN26dbJt2za57777ome9l156qcyZM8f+9bRCgMD3VqxYITfccIP50BYoUEBuueUWWbNmjV0tSzt27JCHH35YihYtGu0n0T/PPvtsE0hBFCscFixYH2osx5l+kVh1/Mx+r1xyySUya9Ysu5osXbpUrrrqquj76fbbbzd9JOmIAIFvHdi1Swb37CnFixc3H9batWvLN9/8eZklnkOHDsmQIUOkYsWK5nf1DEQnFGrw3HrrrSaI9Pbrr7/eBJRf7d69P9S47cp0W7xweOGFGTJixIJMdX788TeZPfu3DLX8JfJeOfbYYzO9V7Lzn//8R0477TTzOzry74UXXgidye2zq6U0AgT+NGyYbD/uOOmh15xDH+yhQ4eaD7oXM2fOlFq1apkPtoZPr169ZNeuzI2oBtGFF15o6hQrVkweffRR2blzZ6Y66UzPIsaOXWiWLLnkkjfNvyPiBYh2pN9445hMda69doT5d/fun5q5I37i5b0Sj8496t+/v5QuXdrcx6mnnioff/yxXS1lESDwF71kcPHFoXd26K1dtKgse+QR2bNjh10rS7/++qu5vBU5u2jVqpWsXLnSrpbJO++8I5UqVTL1jwsF1rvvvmtXSTs//LA2GgJ16rwlw4fPt6skRPtFOnT40NzfhRcODjWY34Ya2fT6pm1zea/Eo6sf3HHHHaaPTe/vyiuvNIM4Uh0BAn/47TeRdu1EChYMh8e114osW2bXypIOq3ziiSekZMmS5sN77rnnypdffmlXi0nPPHr06GHORPT3L7roIvnuu+/sailv7dod8tBDU0xDf/75A6Vnz6l/uXyVE59++rP8/e/vmfu//PJ35cMPF8VcSytV5fS9kp358+dLgwYNzH3ryL+7775btmyJvWhlfiNAkN727hXp00ekVKlwcNSsKTJ1ql0rplGjRplhlfqB1aG9b7zxhvMIq+XLl0vLli3Nfek307Zt24Ya5bV2tZSjl51ef31W6MTtTdO468TA+fPX29WS4o8/9sugQT+Yy2L6WLfc8oHpI0kHyXyvZGfs2LHRIeRlypSRgQMHmjklqYYAQfoaN05Cn7JwcIQ+ZPLaazpzy66VpR9//NEMo9QPqA6rvPfee80wy2SYGgqws846y9x3qVCw/etf/wrl3F67Wkr45JOlZj0rbcyvvPJd+eijxXlyVrB+vZ61fWYeV38eeeQzWbfO26XGvJab75V49D2j7x19D+lj63tK31uphABB+lmwQKRhw3BwhE7z5a67RDye5usyJf/4xz+iw3H//ve/y5IlS+xqOabfFvVbo3571MfRb5MffPCBXS3f/PTT72bIrTbeF130hrzyynf50i8xd+46cxaiz0PPSvTsRM9SUkFevVeyo2exejYb6W/Rs1w9200FBAjSx6ZNIl26iBQuHA6PK64QWZj1cuJ/sW+f/PLii9L4qKPMh7BGjRry6aef2rWSTq9fd+vWzVzP1sfV69t6nTu/bNy4Sx57bKpccMEg02jfd99/ZM2a7Xa1PKVnPNofov0i+py0n0T7S/KLDqXVhTR1aG1evleyo/1q2r+mz0n727TfLb9H/hEgSA8TJ4qULh0OjmrVRD76yK4R2yefiJx6quwK/e4zRx8tr770khk+mZd0RI2OrNEPv4600RE3OvImr+jlkAEDxkqdOuG+h1atRsn333ubTJlX9AxIR2jpSC19jjpya9Gi8MKWeeWT0HtFh9Lq/5Mu668Laub1eyU7OtJPR/zpc9QRgDoSML8QIEgPvXuLHHmkyPPPm7MJT3QYZOPG4dDRs5bOnWV/HjbaWdEx/pEGSsf+6xyA3G6gxo0bZy6hHXnkGVK7dg8ZM+a/meZ1pBqdK6JzRjRE9EzpgQfelt9/z93/Nw34xqH3SiTgO4feK3kZ8InSMw+dexQZ+adzkrxOkk0mAgT+o/0h3bqF+0c0PBo0EJk3z66Vb/QSic46zniJRGclJ9uCBQukYcOG5jHCQ0K7y7ZtOb/ksXnzZtNYaYeuzrjWWdj6p/5bb9fyZPj221+lWbOX5ZhjLg6F35FmZ8hkz9TO6hLjvCS9V/LiOOkqCLoagj537SPRVRK8LtOTDAQI8pcuod66tUjFiuEGX/9s1UqHvtg1s6cjsAYNEilbNhwcJ50kkkId1zZd/0jXQYp00ur6SLpOUk5t2rRJunTpEp2UdsUVV8hCr31FFh0MMH36dLPw5GWXXRY6tGXNfWb3o/W0vv6e/r7rENT9+w/Ia6+9EZ2pfcopp8iECRPsagnT5zMo9F6JvJ6TQu+VnAxyyO/jpOuy6fpsep+6UOhTTz3laaHQnCJAkH9GjBApV06kXz+RVavCl6Z0052XXhIpXz5c7tUXX0joExQODp0TEvoASR58gJJBV2TNOExUV2x1GSaql8JefvnlaGNbrVo1+SiRvqIMdOiqLl9foUKFTA2eNuC6AZd+a3/sscdkwIAB5pu1/qn/1tu1XOtl/D29H70/vV8XGopdu3aNhuLll1/uHIpfhN4rkcZWh8jmpLFNpeOkc1LsUNSVpHMTAYL8od+09Uwh1ogkvV3ndmT3jVyHM153XTg4Qqfw0qaNjnu0a6UF3SMiMlFN92N/801dg8rbRLXJkydHF+bTyz3PP/+80+UebVwbNWoUbdCOOeYYM5RVJ9El2ieg9fX39Pf1fiL3qfevj+NCL8vpN3a9H73sdNddd3m+FKRDX68LvVf0d/VyT5vQe8V1omcqHyfds0ZDKHJZrn79+km7LGcjQJA/7rhDQl/F7Fsz03KtlxUdvtijh0ixYuHwuOgivWhu10o7ulSG7loXWSpDd0P86quv7GpResmrWbNmpq5eCuvQoYPT0uC642KkYdYf7TvRSzrJmgCp96P3F+mT0R99PNedHnVgwMknn2zuR+favPbaazEv/2S11My3ju+VdDpO+jtNmjSJvjc6deqUcLhlhwBB/tChuDohMB49C9F6WQl9MExwVKqk4xrt0rSni/XdfPPN0cljrVu3zrRYn17iuv/++6ObE9WtW1dmz56d4R680ctePXv2jN6PXhrSFWZzk96/Po4+nj6uPr7LSDRtbJ9++unoTn+6+5/uApiRDnmNLHapf7oudpnOx2nixIlSvXp1cz86NLlfv35O95MVAgT5Q88cstsbevdukeLF7VvDhg4V+de/wmciPjZjxozocuG6Lao2Iq+//rq5xKW3nXDCCTIikb6iDFatWmU2PdL7Of7443P9erlNH08fVx9fn4c+Hxe625/u+qe7/+l96W6AupZUsibd+eE46eXMvn37Rkf+aaBMmjTJrpYwAgT5I6cBEiD25lb6o5e4evfubS55udBgiiyzors1bt+eP7PR9XEju0Xq89Hn5Up3/4s09JEf7fPIybIffjtOujxLx44doyP/9Cw3JwgQ5I+cXsIKIG1EdISVXtZaraPVHOnILD2biezvngr0eejz0eflOnIsInLdX0c75YSfj5Oeoekx0v6znCBAkD86dw7PLo8nXid6QOllGR1d40obnWQ0QLkhY4Odk+em/SLaOOqyJK78fpz++9//mmOkZyM5QYAgf+ioEh2mm90w3nxY/TSV5SRA9LKHNjz6E29kV37S5xV5jq6XaXIaIEE4TgQI0t/w4eGJhDpxUC/J6LyFX38V6d8/fLuWIxPXANGOV712npNvrXkl8u1fn69Lh3FOAiQox4kAgT/MmSNyww0iFSqElzLRGej6b4chqUHgEiA6ZDPSuZwq1/Kzo89Tn68+70SHnLoGSJCOEwECBJBLgOjQX20sdBRPOomMOtLnnwjXAAnScSJAgABKNEB0NnLRokWlcuXKTutr5Sd9vvq89fknMhPbJUCCdpwIECCAEg2QyHpNeT35LVn0eevz19fhlUuABO04ESBAACUSILoQnzYSuhxGOoss5+F1YcFEAySIx4kAAQIokQCJfKvO7TWbcps+/0S+XScaIEE8TgQIEEBeA2Tu3LmmgdBVXf0gsjqtvq7sJBIgQT1OBAgQQF4DRPeD0AYiJ7vspRJ9Hfp69HVlJ5EACepxIkCAAPISILovhu5sp5sTJWufivymr0Nfj76uWPt+RHgNkCAfJwIECCAvAaJ7a2vjoDvc+Ym+Hn1d+vri8RogQT5OBAgQQF4C5MknnzSNg26T6if6evR16euLx2uABPk4ESBAAHkJEO1I1c2VdO8HP9HXo68ruw5vrwES5ONEgAAB5CVAypUrJ1WrVrVv9gV9Xfr64vEaIEE+TgQIEEDZBcjmzZtNw6CbKvlRZLMofZ2xeAmQoB8nAgQIoOwC5NtvvzUNQ7du3ewiX9DXpa9PX2csXgIk6MeJAAECKLsAmTRpkmkYnnrqKbvIF/R16evT1xmLlwAJ+nEiQIAAyi5AIiNw+uumXD6kr0tfX7yRU14CJOjHiQABAii7AHnnnXdMwzB48GC7yBf0denr09cZi5cACfpxIkCAAMouQIL+zVp5CZCgHycCBAig7ALk008/NQ1DvElk6Swy+U9fZyxeAiTox4kAAQIouwD57rvvTMNw991320W+oK9LX5++zli8BEjQjxMBAgRQdgGyZcsW0zA0btzYLvIFfV36+vR1xuIlQIJ+nAgQIICyCxBVvnx5OfHEE+2bfUFfl76+eLwEiArycSJAgADyEiC6tWmBAgVk3bp1dlFa09ejryu7rWe9BkiQjxMBAgSQlwCJNKDDhw+3i9Kavh59Xfr64vEaIEE+TgQIEEBeAmTWrFmmcbj11lvtorSmr0dfl76+eLwGSJCPEwECBJCXADl06JCccMIJUqpUKdm5c6ddnJb0dejr0delry8erwES5ONEgAAB5CVAVM+ePU0DMWTIELsoLenr0Nejrys7XgNEBfU4ESBAAHkNkF9++UUKFSokNWvWjPtNNB3o89fXoa9HX1d2EgmQoB4nAgQIIK8Bom666SbTSIwZM8YuSiv6/PV16OvxIpEAUUE8TgQIEECJBMiiRYvMt9EaNWrI3r177eK0oM9bn7++Dn09XiQaIEE8TgQIEECJBIi64447TEPRu3dvuygt6PPW56+vw6tEA0QF7TgRIEAAJRog27Ztk0qVKknRokVlzpw5dnFK0+erz1ufv74Or1wCJGjHiQABAijRAFEff/yxFCxYUE466aSYe2SnGn2e+nz1eevzT4RLgKggHScCBL60bNkysxT17t277SKIW4CoHj16mAajUaNG8scff9jFKUWfnz5Pfb76vBPlGiAqKMeJAIFv6Cn4Y489Juedd555U+tPlSpV5IcffrCrBp5rgBw8eFCuuuoqc2xbtGgh+/fvt6ukBH1e+vz0eerz1eedqJwESFCOEwGCtKVv/s8++0zuvPNOM2M2EhpFihSRBg0aSL169cxicNpQaudgqn6I84NrgKg9e/ZIw4YNzbFu3ry57Nq1y66Sr/T56PPS56fPU5+vi5wEiArCcSJAkFZ27Ngh77//vtx8881y1FFHRUPjiCOOkBtvvNEsALd9+/Zo/f/85z9SuXJlU+f888+Xn376KcO9BZNesihTpowJ1w0bNtjFnuhSF5HG8YILLpC1a9faVfKFPg99PpFGMSdLi1xzzTXmfuItJpgdvx+niRMnmvu4+uqr7aKEECDINb/++qu8/vrrZllpHSUSCY3jjz9eunTpIpMnT5Z9+/bZvxa1devW6MJwxYoVkxdeeCHhU3W/GD16tNnjIXIMNYRffPHFuMcvFv2dtm3bmvspW7asfPjhh3aVPKWPr89Dn48+L5fXpPRbdaRPQH+0Y1nv77fffrOreuLH46SfqXvvvdec7ev9tGzZ0q6SEAIESTV//nx54oknpFatWtEPsv6cffbZ0qtXL6d+jbFjx0q5cuXM/dSpU8d0tAfF3LlzzSU9fe36oe/WrZv5Zn300Ueb20499VTnSzUvvfSSCWa9nzZt2jg3tK708fRx9fH1eejzcaEjkfRyaOHChc19aYjomlC6rIf+WxcX7NOnj/MkQT8cJ/3i9cYbb0Q/R9rHOGrUKLtawggQ5MiBAwdk6tSpZg/mjN+Q9Tq99mf0799fVqxYYf9awn7//ffopYnDDz9cXnvtNbuKr+glKr0+rTOL9TU3bdpUlixZEi3fuHGjdO7cOdpo6hamXmYg2xYsWCDnnHNOtKHV8I+1DWqy6P3r4+jj6ePq4+vzSJS+91555RU55phjzP2cfPLJMn78+Ezlegasl/20vGrVqubLiIt0Pk5ffvmlnHvuudHPjt5nskaYESBImF531W8venmpdOnS0dDQN/oNN9wgw4YNM6fKuUHvO/Lt+4orrjCXyfxEL0v07ds32k9UvXp1mTRpkl0tat68eSaoI6GtZyiJNmza0A4aNCh6eUQbmbvuusucTSaT3p/er96/Po4+nj6uPn6idBDGGWecYe5H+9GeffbZmGcYejz0C44eH62vfQcuDXG6HaeVK1eaz6Peh/ab3XLLLUn/vBAg8EQ77/RNrN90I6fz+nPcccdJp06d5NNPP435AU42/RBceeWV5vE1TDRU/EA7NjUwIq+rX79+nkegffDBB2ZCWaTBGThwYMINjs5ifv75583/aeT/9/TTTzeXHj///POERyNpff09/X29n4zvGX0cr7OmM9JVZrXjV+9H+zhuu+02z1vSLly4MPq+0TM37YfbtGmTXS1bqX6c9P70vooXL27up3bt2jJz5ky7WlIQIIhJOyWfeuopM3Q08qbWnzPPPFMeffRR+e677+xfyVN6GSvyLU0vb23YkB6zh22LFy+WJk2amNehl6w0kPUSVaI0wP/1r39FL3mcddZZ8sUXX9jVsqVnQSNHjjTHNOOXBf0Gr//32oDfd999Zu6O/h9of4P+qf/W27Vc60W+8euP3o/en96vS+evjtB76KGHooMx/va3v8n3339vV/Pko48+kmrVqpn70TPol19+2XNQZ5SKx+m9996Ljl489thjZejQobm6TD0BgijtaJs2bZoZpaHXiyNvav22ph25emkl1Tqw9flox3rJkifJ+effLVOnLrerpCy9zNe9e/doA1K/fn1zSSqn9GxRO131soXe73XXXSfLly+3q3miw6/HjRsn99xzjxkYoZeLIu+LeD9aT+vr7+nv6/240MZPG96KFSua+9URfMnYw1wbZ/12f+SRR5r7Pe2008yoQFf5fZx0+9pLLrnE3KeG7MMPP+x8X4kgQAJOT3f18ocOC4x0NuqPfrPXIX7vvPNOyq8LpME3cODY0Aexv5x33kDp2XNq6MOTN5fTXBw8eEjeeuu96LV0vfSUG3tRfPvtt9GzR/1m+9RTr8ru3Tk/LuvXr5fp06ebwRP6/tAGXv/Uf+vtWp4Ms2b9FB3NV6JECfPNPdlL3OjgjA4dOkQHKzRr1kyWLl1qV3OSF8dJL9+1a9fOXM7T569nL3n5JY8ACSB90+mQvr///e/R66T6o6e8t99+u7kWn6xRGnlp2bItcsstH5gQadLkPfnmm9V2lXz3ww9rQ2cEb0q5cg1NSOslwtw+1u+++66ceOJZoW/vraVx42Hy8cd/juZKRevX75RHH/1cTj65i5QqVU1at25tOoRzky6nU7duXfM50OHS999/f8J9D3lJL1fqcO7ImY5eCtN+lLxGgARMZDhf5EdP3R955JFc62TLawcOHJRBg36Q2rUHy/nnDwx9yL4KfWtN/Pp2sq1du0MefHCyCTd9XvfeOzR0W86/gXq1a9ce6d//89AZyRvmObRrN04WLMi7x/di794DMnjwD/K3v71pnuONN74fOovK2xUIRowYEV1ep3z58vLmm2+m3ORVvdSlQ5b1OepVA+1XSXTARLIQIAGi18H1uriO8NHrvz///LNdxTcWLtwQ+qY/0jREzZv/W378MW8nf0VoeL322qxow9227ViZPz//Gu41a7bLAw/8GWS9ek2VDRsSGzWUGyZP/kWuumq4eV6NGr0jH364yFzqyw+6ttTjjz8uJUuWNI20LvL59ddf29XynA49vuyyy8xz0n4zHeqb35eXUz9A5s6V0DmsSMWKIrqInP7ZqpWEWgS7JrKhI6f0zffWW2/ZRb6k32hfeukbueCCQeZH/6635RW9VKSXjLRRTLVLR3oprXXr0ea51anzVuib9uw8PTYRixdvlNtvH2+ex4UXDjb/Rzt35ryfJhlWr14d3S9df/RS2qpVq+xquU6HGnft2jU6aVTnP+mQ5FSQ2gESOp2UcuVE+vUT0f84HdYW+k8VncofOr005fBET3F1XLleM3VdgC1dzZ27zpyFaCOlZyV6dpKbfvrpd3OJSB9PzzxefXVWSlxGs+k3/A8+WBj6VjvUPNdmzf4tn3++3K6WKzZv3iNPPjnNBLs+drduk0If8dTsc9AO78gChrnVmZ8VHVo8YMCA6GTdU045RSZMmGBXy1epGyA6EqJsWZ2WaZeE6e1lyoTrIVs69l3fhDldvjldaQOu/SF62Ub7R7SfRPtLkkkvBT322FTzGNoo3n//ZHPJKNVt375XXnxxpjku+rw7dZoQ+lglPsHOi/37D8qwYbq+19vmsVq2HJGSgx1sOpz47bfflgoVKpjPkQ4n/ve//21XS5opU6ZEJxXqUOPnnnvOaV5IbkvdANHN4UNJH5eWe9xEPugim8/oePEg08ZKR2hp46Ujtn75JefXkPftOyhvvTXHXArS+9VLQ99/v8aulvJWrNgid975iXkNtWoNlj59vpKtWxPfayKWr79eKddcM8Lcf/36Q+T99+cnPcRzm05ofPDBBzNNaHRZIDQW7ZeM7PWhQ3N1iHEyhvvmltQNkGrVtNfIvjUzPQvReohLV/PUTjddjA066WuvmSsSucQUCRH9t17O0eHAsWidjKZNWxG9PNaw4VAZM+a/+db5myzTp6/K1ND/+9/zM72mRI/Txo27MgWTngkmM5jygzb0kS9l2tC3b98+Rw29BtMDDzwQXWZdJ8fOnj3brpZyUjdAihXT4RD2rZnpdcjixe1bYdGlrPVNqSuX4k86a12vvf/2W3jGrjZw2ifQvv2HEmv1h4wN48qVW6OXxF54YYa5FOQXeqnpvffmRS81ffrpnyP2Ej1OQ4bMMf/WS2M//5w7l8byi15qiizqqJea4i3qmBW9NKaDWiKXxnQIsW68li4IEJ/TN6iOGdcJg7m1Qq5fRBo9bei0gcxKxoZRL79oPb3041dbtuyRESMWyLZtf052TPQ4aRgtWpS7Axfyk72svHZ2Z1xWPhbtnNfdNiOd87p9c150zidT6gYIl7CSQmen6htUl15HfJFGb/XqbWbY7aZNf/0wZ2wYg4rjlDV7YyvdiVMXJLXp8GDdxlnr6I/+XW9LR6kbIJ07SyiS7VszoxM9W5E3qm4qg/gyNno6Uujhhz/LUBoWxIbRxnGK76effopurat9j//85z9NuOjZhZ5l6NmGlunZh56FpLPUDZDFi8PDdLMbxpthlzZkphOQdBE93WMC2cvY6GmncZs2Y2XGjMzfDIPcMEZwnLzRPcwjS47o/KvIYqXa36H9Hrm5zHpeSd0AUbpss04k1ImDeoqn46B1R63+/cO3J2FZZz/TvZP1DatjyJE9u9HTDl8djbRnz5+TAO06QWQfA45TbNqh/swzz5jLWrqMkI600hFXfpHaAaLmzBG54QYJxXZ4KROdga7/ToMhbvlNR4fosMCcDC8MkqwavYEDvzfLa0RkVSdosjoGHKf4dBfNZC0Tn0pSP0DgZNaseaHwOMbs6QFvsmr0dJKgTgxcsiQ8/DSrOkGT1THgOAWT/wJk6lSR9u11tphdEig9eoyVKlXayOef5++2s+kkVqOny57r2lZ6vT9WnSCJdQw4TsHjvwDp2zf0qkIvK6BrPqldu/aZZTV0eex0nxWdl+I1ejpRUOdDxKsTFPGOAccpWPwXIDoL9MwzRQoUEJk40S4NBJ3cpR9gXTAQ3sVr9LSD+MYbx8StExTxjgHHKVj8FyBKO96LFBGpVEln99ilvnfrrWPNMtnr1gX7Mh6A3JW+AfLNN9pTbN/6pyeeCF/Kuukmu8TXtBNTv/3ddVcwz74A5J30DZDzzxcpWTL2RELdI7hWrXCIjB5tl/rWs89ONwGiCwUCQG5K3wDRFSs1HC6+WKfD2qVhuu2jLraoG1MFYC6Ebkmqy29ffvm7abfPAoD0k74BonRCoYbI00/bJX+KjMpq0cIu8Z1PPllqzj5efvlbuwiOdH5DvH0vgCBL7wDZuFGkYkWRokVF5s2zS8P07KRevXCIDB1ql/rKP/4xwexPkap7S6ej116bxYAEIIb0DhClm8xrOOhue7H2DF6+XKRUKZGjjgqvqeVDkc2NOnacYBchB1555TtzVjd79m92ERB46R8g6rbbwiHSo4dd8qfBg8N1GjXSXZbs0rTXv/+3pqGbONF/6+3kJ12unEEJQNb8ESDbtomccIJI4cIi38VZuqNJk3CI+GxrV93xrVGjd0wHunakI3kmTFhsAmTcuKx33gOCzB8Boj7/XKRgQRHd+yLWVrhr1oiULm2G/x7w0cqYn322zDRyzz2X3pvTpKIvv1xpju3QoT/aRUDg+SdA1D//GT7D6NbNLvnT8OHyTajO65dcIgdjDf9NM3fe+Ylp5JYuDa+EiuSZO3edObYZlyoHEOavANEN6XWPdD0T+eILuzTqxeuuk6KhEHn22WftorSzfv1OM0pId4VD8ungBA2Qxx+fZhcBgeevAFEzZ4oUKiRy4okiMXb+2rBhg9lWsmjRorJgwQK7OK2sWbPdrLxLJ2/u2Lp1jwmQe+751C4CAs9/AaIeeih8Kev22+2SqPHjx5vtXs8991zZF2v4LwJPl8PXM7z27T+0i4DA82eA6JLuNWvKvAIF5OdPPrFLo9q2bWtCpGfPnnYRENWgwVBp2XKEfTMQeP4MkJCtP/4o7YsUkRrHHiubYyzpvm3bNjn++OPNhvez4q3si0C7+ur3zTBpAJn5NkDUU089Zc4wbrzxRrsoasqUKVIgdKZSo0YN2RNr+G8+0uvvl102NO56TGzek7t0m9ZatQb7cf4pkCO+DpADBw5I7dq1TYiMGjXKLo7q2rWrqdO9e3e7KN9pOOgOg3oNPlYDRoDkrm7dJpljvH37XrsICDRfB4hatGiRlChRQsqUKSPr1q2zi41du3bJKaecIgULFpQvv/zSLs5XkXDo1GmCCZKsECC567HHpppjvHo1i1QCGfk+QFS/fv3MGUazZs3soqgZM2ZIoUKF5KSTTpIdO1Jn5dVIOGjj1bjxMNm0abdVgwDJbX37zjTHeMEC/+8pAyQiEAFy6NAhqV+/vgmRt99+2y6OevDBB02djh072kX5JmM46MJ+Dz/8WYbSMAIkd7311hxzjKdPX2UXAYEWiABRK1askCOOOEKOPPJIWbUq64Zg7969cuaZZ5pO9UmTJtnF+SJjOOicBJ1xPmNG5iXpCZDcNXr0PKlZ8xmZMCHGnjNAQAUmQNQbb7xhzjAuu+wyc1aSlTlz5kiRIkWkUqVKsmVL7JFPidqyZY+ZNf7DD2vNN1ld5fXdd+fKwIHfS+/eX8hDD00xG0Jdf/0oM+pn9+795vfscPj5501yzTUjZM+ecLmy6yC5Jkz4QkqXri2vvvqeXQQEWqACRDVt2tSEyIABA+yiqCeeeMLUuemmm+wiQ89m/vvf/8rUqVPN6K4hQ4aEQqC39OjxjDzwwHty990TTRhcddVwM39AG3ivP3Xrvm0CJBIQWYWDhk7Gxf2yqoPk0f9nfT/0iLffDBBAgQuQtWvXyjHHHCMlS5aUJUuWRG/XSYVPPvlk6Fvmq2Zmevny5U2joZe0atWqJVWqVJHDDz/c3Bbrp0SJylK1aqdoGFxxxbvSvPm/TZjoUFAdzaP7lb/xxg/mDESXYf/++zWhQNoSc8vUrMJB9+lu3Xp06PmHV9/Nqg6SZ968eeb/t3PnznYREGiBCxD1/vvvmwbh4osvji7pXrdu3b8EQuRHZ6prgNSsWVPq1asXarxbS/v27UOB8Ji8+OKL5gxE+0ymT/9WVq/eEAqjP6xHdBcrHHREkJ6paL9IrDpIDv3Soe+D66+/3i4CAi2QAaK0MdBG4emnn5Y1a9aYlXnLlSsnQ4cONZcsZs+eLT///LP88UfywsBFvHB44YUZMmLEgrh1kHP6HtD3SsOGDe0iINACGyAbN26UihUrmuC49dZbTQMxaNAgu1q+ixcO2k9y441j4tZBcpQqVUrOPvts+2Yg0AIbIGrChAkmOHQGuo660mG8QFb0EmblypXtm4FAC3SAqLPOOsuEyF133WUXAVHnnXeeWRIHwJ8CHSBbt241EwuPOuoo2blzp10MRF1++eXmi8Zu3TYZgBHoANFhu5GO9HT36KOfy223fSgHDoRHlSG5dOSdvldWr868CgAQZIENED3j0BV6jz76aDMHJN09/fRXpjNdR2Uh+SJL/utKBQDCAhsgOn9DGwS/bGerq/ReeunbUr/+ENm6NfU2xkp3vXr1Mu8X3YAMQFggA0TH9R977LFmZvmmTeHZ3H6ga2vpWcgzz3xtFyGH+vfvbwJkxAj2RgciAhkgr732mmkM7rvvPrsore3ff9Ds363br+qii0ie4cOHm/eMBgmAsMAFyP79++XEE0+U4sWLy2+//WYXp72vvlppzkI6d/7ILoIj3Ro5sgindqYDCAtcgOi6VdoQdOnSxS7yjTvv/MSEyBdfLLeLkCCdXHrttdea90zVqlXNSswAwgIVILpwYvXq1eWwww6TlStX2sW+sXz5Fqlde7BZCVhX7oUbHamne8doeFx66aWyfft2uwoQaIEKkG9HjpQTQ43BbbfdZhf5zvPPTzdnIUOGMOzUhQ6uqF27tgmPZs2ayZ49jGwDbMEJkEOHZMXZZ8tbhQrJugz7gPjV9u17pWHDoVKnzluyceMuuxhx6OrMp59+ugmPW265xfSbAfir4ATIhAmhV/t/OqXYLvGt0aN/MmchumUuvFm6dKkZZKHh8c9//jPm1scAghQgF14oUqCAbi9nl/iWbjbVqtUoueCCQfLTT7/bxbDMnTtXKlSoYMJDtygGEF8wAuSzz8JnH82b2yW+p1vm6lmI7l7Il+nYvv76a7Oopi7t//LLL9vFALIQjABp0CAcIN99Z5cEwn33/ceEyIQJP9pFCJk4caJZql23Lh42bJhdDCAG/wfIjBnh8Lj8crskMH79dYtUq9ZOTj+9iezaRYd6Ru+//74Z1q0TS3WDMQDe+T9AmjYNB8i0aXZJoPTs+ZS5tu+XxSOTQZe00UtWuifMtIC/PwAX/g4QXXpbO87/9je7JHB27NhhFpDUb9rMphZ56qlwoJYrV05mz55tFwPwwN8Bct114bOPiRPtkkB65513TKN5/fXX20WBocNyu3fvbo7DCSecIIsXL7arAPDIvwGycKFIwYK6mbVdEljaeOrs6gKhs7Ivv/zSLvY9XRSxXbt2Jjxq1KjB7oJADvk3QG69NXz28cEHdkmgffPNNyZAzjnnHLM2WFDoHjBXX321CY/zzz9fNmzYYFcBkCB/BsiyZSKFC4ucfrpZwgSZ6fIc2pAOGjTILvIl7f9p0KCBec3169dnUUQgSfwZIJ06hc8+GNOfJV3rSXdj1A7krVu32sW+snHjRqlVq5YJjxYtWrAoIpBE/gwQnfNRs6Ze9LZL8D+RUUj33HOPXeQbv/76q5x22mnmdbZt29b0gQBIHn8GyM6d4R/EpN/EddHAIkWK+HIk0pIlS6RKlSomPLp168aiiEAu8GeAwJPRo0ebBla3a/WTOXPmSPny5c1re+KJJ+xiAElCgARcvXr1TEOr60H5wVdffWVmlusM81deecUuBpBE6Rkgc+eG9/WoWFHksMPCf7ZqJfIjiwUmSpcwL1SokJkXsW/fPrs4rXz88cdmUURd22r48OF2MYAkS78AGTFCpFw5kX79RFatEtFGTyeEvfSSSPny4XIk5Pbbb49OruvSpUvo0PYzjbFurpQuNDA0ODRA9LkDyH3pFSDaoJUtKzJ/vl0SpreXKROuB890WG/JkiVNiNg/2sl+xhlnmEl4999/v7z55psyY8YMMzw2VQwYMMBcstL9PPQSFoC8kV4BcscdIo89Zt+amZZrPSRs586dZmHBEaGzuMcff1xat25tZm0fccQRfwkW/SldurRZGqVNmzbSp08fGTNmjMybNy9P51poJ7k+F+00185zAHknvQKkWjWRBQvsWzPTsxCth6Rat26dWfL89ddfN3NHrrrqKqlevbrpP7GDRX90iPCVV15p9hXXHf4mTZokK1eutO/WmQ7Lvfvuu81j6XBdHbYLIG+lV4AUK6YTGOxbM9u9W6R4cftW5BKdnLdw4UIZP368PP/889KxY0epW7dudBit/aPLyZ911lnSsmVLeeihh+Tdd9+Vb7/9VrZs2WLfdUz6mHrWo/enEwV1wiCAvEeAINds27ZNZs2aZTq4e/ToYZaR10UcY/W3lC1bVi6++GLTqf/ss8/KuHHj5Keffso0OkwvjzVv3tzU1yVKUqkvBgia9AoQLmH5hnbcT5482czV0EtRTZo0kVNOOeUvoaI/unpwtdD/aePGjaVy5crmtoYNG5pFEgHkn/QKkM6dRXr3tm/NjE70tLZ3797Qd4QFMnbsWHnmmWekffv2ctFFF0mZMmWigaJnHro8O4D8lV4Boms26TDd7Ibx0qHqS5s3b5bPPvssUPuYAKksvQJE6QxjnUioEwd1AqFeH9dO1P79w7czAxkA8kT6BYjS8f433CBSoUJ4KROdga7/nj3brukLOnFPJ/Lp/h1FixaVqlWrSqtWrcztEXppJzte6gCAV7QoKW7gwIGmA3nkyJGyadMm2b17twmOyEikCC/h4KUOAHhFi5LCdFa3TpKLtX937wwDCryEg5c6AOAVLUoK69Chg1nnyQsv4eClDgB45d8WRUfqDBokEuPbezrQvg6vK+J6CQcvdQDAK/+2KDrhUBvMevV04SS7NC0UK1bM83yHyByJ7H4AIFn83aK0aBEOkb597ZK0kGiAZMdLHQDwyt8tyvr14f1DdG2shQvt0pTHJSwAqcz/Lcro0eGzkFq1dBlXuzSlaSe61329vYSDlzoA4FUwWpSbbgqHyBNP2CUpTYfxnnTSSTFXnNVNnyK8hEPGOlOmTDELEpYqVUoqVqxolkfXPT8AwKvsWx0/2LxZpFIlkSJFwrPY04hOJNSNm0aNGmXWgtKJhDNnzszxRML69eubHQR1Vdzt27ebOSUNGjTIUBsA4su+1fGLiRNFChQQOfNMXfLVLs13ujS5NuhZdZpPnz5dWrRoYfbL0D3KtW9Et5vVIIlINEBs+vglSpSwbwaAmGK3KH7UsWP4UtaDD9ol+eqrr74yl6q0gf/oo4/s4lyne6HrnuZNmza1iwAgpmAFiG5AFGqopVAhXaHQLs1zerZx7733mn3F9ef+++8327Xmpcj8EF2o0euILwBQwQoQNW2aSMGCIqecIrJrl12aZ77//nuzn7c23ieffLK5TJVfdOvZXr16SZ06dewiAIgpeAGiuncPX8rq2tUuyXX79+83jfVhhx1mtmrt0qWLuYSU3zREdK9yAPAqmAGyZ49IjRrhTvUpU+zSXKNbtZ533nnmrEP39tY9wfOL7i8ye/bs0KHYI6tWrQplaVf6QAAkJJgBombNEilcWOT44/Xrt12aVLoF63PPPWeWJtHwaNu2rWzdutWulqfGjx8vF1xwgRQvXtyEWceOHc1+IwDgVXADRPXsKetCDfoX7drZJUnzyy+/yCWXXGKCo3z58jJu3Di7CgCkpUAHyKF9++Slc8+VU0ONu34jT7ZXX31VDj/8cBMeLVu2jLkxFACko0AHiFowf77ZZ7xChQpJa+BXr14tl19+uQmOo48+Wt577z27CgCkvcAHiHrmmWdMY3/dddfZRQl755135KijjjL317hxY7NUCAD4EQEi4U7uSD/F8OHD7WJPfv/9dzOySe9DFyjUNawAwM8IkP/RWdg6D6J06dKydu1auziuDz74wMzk1vCoW7euLFu2zK4CAL5DgGSge29oCDRp0sQuytKWLVvk5ptvNr+jw2FffPFFczYDAEFAgGRw6NAhadSokQmEwYMH28WZTJo0SY477jhTV+dTLEzDHQ8BICcIEIvOytZOcO3HWL58uV1slj3v3LmzCQ5djkQ3ddLlSQAgaAiQLAwZMsQERL169cxZSUTGZdfPOOMMsxQIAAQVARJDZMe/vn37mmXX77nnHilYsGB02fW9KbgpFQDkJQIkBt0fPLID4IknnmjCRJddn5EC+4gAQCogQGLQfo3rr7/eBIf+3HHHHSmx7DoApAoCJAsZl13XjnL988knn7SrAUCgESAZRJZd17WxNDR02fUVK1ZIpUqVzKWsOXPm2L8CAIFFgPyPvez6hx9+GC2bOHGi2T2wZs2adJ4DwP8QIOJt2fV//OMfpvzBBx+0iwAgkAIdIPay6/EWUtQJhDoHRIfxMhILAAIcIC7Lrk+bNs3MBalWrZrs2rXLLgaAQAlcgKxfvz5Hy653797d/G7Xrl3tIgAIlEAFSMZl1y+99FKnZdf37NkjNWrUMJ3qU6ZMsYsBIDACESDJXnZ91qxZUrhwYTn++ONl27ZtdjEABILvAyS3ll3v2bOnuc927drZRQAQCL4NEB011alTp+hs8mQvu75v3z4599xzzf2PHz/eLgYA3/NlgGRcdv3MM8/MtWXX58+fb2atV6hQIcu5IwDgZ74KkPxYdv2ZZ54xQXXdddfZRQDga74JkO+//15OO+0005jn5bLr2hkfWQIl3kREAPCbtA8Q7dfo1auX6efQobVdunTJ82XXly5dKiVLlpTSpUvL2rVr7WIA8KW0DpCMy67rkNrJkyfbVfLMK6+8Yp5HkyZN7CIA8KW0DJCsll3funWrXS1P6d7pjRo1Ms9n8ODBdjEA+E6OAkQby+x4qROh/Ra6zIjOFtdwqFq1qrRq1eov/RmdO3c292svu57fVq1aZdbX0iVSli9fbhcDgK94b92z4CUcvNRRuiaVLlI4cuRI2bRpk+zevdsER/Pmzf9yH/oNX+d4pOLQ2SFDhpjnW69ePXNWAgB+5a11j8Fu2LPipc68efOkSpUqMQOhd+/e9k0pLRJ6ffv2tYsAwDeyb93j8BIOXup06NBBBgwYYN+cttatWydly5Y1624tWrTILgYAX8i+dY/DSzh4qaN9HToU1k9Gjx5tXnutWrXkwIEDdjEApL3sW/c4tIH08pOdYsWKmVnkfnPTTTeZ1//kk0/aRQCQ9rJv3ePwEg5e6vg1QDZv3iyVKlWSIkWKyJw5c+xiAEhr2bfucXgJBy91/HgJK2LixIlmhnzNmjXNCr4A4BfZt+5xeAmHSB3dva9hw4ZmjkTFihWlTZs2prNZaSe6zuT2Kx1yrCHi15AEEEzZJ0AciQRI/fr1ZcyYMbJmzRrZvn27GZrboEEDU6bDeHX59Y0bN2b81SjdyyOd6XyQxYsX2zcDQFrLPgHiSCRAbLrhU4kSJaL/1omE1atXl1GjRpm+A51IOHPmzCwnEgIA8l+OWmYvDXtWdXS13D59+kjTpk0z3T59+nRp0aKFmUOhHc/aN9K6dWsTJH7jZdmWrI6dzUsdAMgNed76aIOnP9pwBrVPwOuyLV7CwUsdAMgN+dL6bNu2zezhUadOHbvI9xJZtsVLOHipAwC5Id9aHw0R3YQpaBJZtsVLOHipAwC5Ic9aH73eP3v2bNmzZ49Z9rxr165/6QMJgkTmvHgJBy91ACA35FnrM378eLngggvMAoOVK1eWjh07muv/QZPIrPtIf1F2PwCQH2h98liiAZIdL3UAIDfQ+uQxLmEB8AtanzyWyLItXsIhY514y8UAQLJl30IhqRJZtiXRAIm3XAwAJFv2LRSSzuuyLYkGiM1eLgYAkil264Nc5WXZlnjhEBGrTqzlYgAgWbJufZDWIsN7g7xcDIDcR4D4VJCXiwGQNwgQHwvqcjEA8gYB4iMsFwMgLxEgPsJyMQDyEgECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMDJ/wO28xqL+Bqb6AAAAABJRU5ErkJggg==)
| Product Number | 4H58-1-FS |
| Purity | 95 % |
| CAS | 1858255-49-8 |
| MDL Number | MFCD27995631 |
| Molecular Formula | C21H28N4O4 |
| Molecular Weight | 400.479 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory