![5-Amino-1H-pyrazolo[3,4-b]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABynAAAcpwG6eLFyAAACEnpUWHRtb2xTb3VyY2UAAHichZVba9swFMe/itDzqquvIU4JKYNBu4e1g70Nx1YSgy0V2bl9+x3FC7Ub1QE/HKTzO9c/8vzx1NTooGxbGZ1hThhGShemrPQ2w7/fvj8k+HExL8AJHHWb4V3Xvc8oPR6PpNipJj8ZTQrT4P5+dmqrkc9REmO3VDDG6Z+X59cL81Dptst1oYBqq1l7OXw2Rd5dqvgiBW1ye6g07d1pYw99tL+CuY+RU1vij15WcLcEFG2qWqGNsU3eoYNgBD72DW2VVjbvVInWZziWJIDeF/OXJ1PsG6U7MF2Eqsjr187uCzhoTK2KPQQD48dThhsOQN6ZZmltfu5NVJUZzjlMsVYuzNv5XWX4JzQqMhyTMOUSozPYAZGJSCAAddgQFp/gVQ9HRIRx1MOSRNwPy/uwICz2w4G/7ICkQqY9zIlkfjj0Z5bQMxP3Mke3mXfn0hrY0srsdQeJ+3CCcBFG11rCNEp94WJ/I5wIwYJrLUngryXxNzLMDFpJktgHp/en8PXyOPPTwwV81g0dCHBtdDkwL0HXMDjn8kttWuFyICcwY0tl3VAhgHMdAmIMCORE9R9Y+gA5BiRyQpoCgjEQICeeKSAcAyFygpkCojEQISeJKSAeAzFyMpgCkjGQILf6KSC96eEO4NQwJFJ0Ecgkwm9250foQCr0+q6BefPm0cGDSOE3sPgHHGLi0+LRZdAAADaPSURBVHhe7d0JvBPV3f/xPi6Pba2t1qoP1Vq3Vu3LfQUVt79LwaW41Sqitmjrhq2KK1WrCC+Xx+2pWEVRVhFUFBEUFa0KggIuFRVE3ABBBRSQXTx/vuOdYXIyNzf5JZPcJJ/36zUv5c6ZJHPuzfkmM2f5ngMAwOB7/g8AAMgHAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIADXbf/e5o22OPu93kyV/4RTLEyzcmnzI+yzGVQIAAQIN4w63tnHOG+0Uy5NPQ51PGZzmmEggQAGjgB4i2V16Z4ReL5NPQ51PGZzmmEggQAGjgh4e2U055xH37rV/yO/k09PmU8VmOqQQCBAAaxBvuffbpFf3/yJHv+0UD+TT0+ZTxWY6pBAIEABrEG+7bbhsb/X+7dgPdihUr/eJ5NfT5lPFZjqkEAgQAGsQb7q++WuL23//+6N+DBk3yi+fV0OdTxmc5phIIEABo4DfcPXtOjP596KF93eLFK3KWT5JPGZ/lmEogQIACffXVV+7RRx/1f4wa4DfcixYtd4cc0if6mQIlV/kk8TKWrTkjQIA8ffvtt+6+++5za621lvve977nNtlkE/fyyy/7xVDFkhruAQP+E/2sdev73Lx5S3KW9/mBUOjWnBEgQB4UFHvttVcQHPHtv/7rv9wpp5ziZsxofKwAqkdSw71s2TeubdsB0c9vumlMzvK+fMr4LMdUAgEC5KBgUEAoKPzgiP973XXXdV27dnVLlqz+dIrq01jD/eij70Y/b9nyHjdz5oKc5ePyKeOzHFMJBAiQQEFw7bXXBsHgB4V+/v7777v27dtnfSPZYost3ODBg/2HQ5VorOFeufJbd8wxD0b7unQZlbN8XD5lfJZjKoEAATwKAAWBHw4KjOnTp2eUHTNmjNtzzz2zyh5wwAHujTfeyCiL5i9Xw63BhOE+TbQ4ZcqcnOVD+ZTxxY/56KMvXZ8+b7izz37CHXXUA8E3oIMO6u3OPPPx4JuRwq1SCBCgweuvvx40/H4YKCBy3SzXzfX777/f/c///E/GcWuuueaqN/mZ7osvcs/oiuYjV2Ov6UxOPvmRaP955w3PWT6UTxlf/JimNgWJ3724XAgQ1D018Gro1eDHA6BFixZBMCgg8rFgwQJ32WWXuXXWWSfjcdZff313yy23uOXLl/uHoJlpqrEfPfrjrAY8V3nJp4wvfowund1661g3btz0Vd+A5wc39WfNWuj69n3T7bvvd9Ot3H77OP8hyoIAQd1Sg37zzTcHDXy8wVcAKAgUCBa6P9KuXbusbzLbbrutGzFihF8cZfT554uCBrgx+TT2HTsOzQqPXOXzKePL95ihQycHZdRLrBIIENSl4cOHBw2638ir4VcAlMKzzz7rdthhh6znaNOmjZs8ebJfHCmaNm1ecA9Bja0+0TcWIvk03K+/PisrPHKVz6eML99jFixYFpTRfZFKIEBQV9RwqwH3G3U19KNGfdezppS++eYb16NHD7fhhhtmPN/aa6/tLrjgAvfll1/6h6CE5s9f6m64YbTba697MhrlsBuuL9+Gu1OnERllc5XPp4wv32M++WR+UEaTPVYCAYK6oIZaDbYa7nhDroZdDbwa+jTNmzdvVaPTKRrFHm4/+9nP3N13353689ebb75ZGUx+ePDBq6ch0bb33vesqu8JfvFIvg23emCpJ1Y+5fMp48v3mG7dXgzK3HnneH9XWRAgqGlqmNVAq6GON9xqyNWgq2Evp7ffftsdeuihWd+Adt55Z/fvf//bLw4DrSB4wgmDMxphbfrWoC6xtULdihVibdr0dwsXLvN3lwUBgpr1/PPPBw2z31irAVdDXklDhw5122yzTdZrO/74492HH37oF0ce1EPpootGZgXHsccOcmPGfOIXr2o6H933aNXqXvfaa7P83WVDgORJXTnV1fOkk05yH3zwgb8bzYgaYDXEfuOsBvvxxx/3i1fMsmXL3A033OB+/OMfZ7zO73//++7vf/+7+/rrr/1DkEAz5v7zn68EjWk8OA488P5gIsSkhaCq2Ysvfhyc65579nTPPjvN311WBEieFBzxN7kGl3Xv3r1kPXZQPDW4anjVAMd/V2qgb7zxxqDBbo5mz57t/vSnP7k11lgj43Vvuummrm/fvn5xNNDwnMcfn+IOO6xfRnCoYdW9gS+/rL15yZ55ZlpwH0fnOWTIu/7usiNA8jB27NisQWbxbaeddnLXXHNNxS+L1DM1tGpw478XNchqmNVAV4MJEya4/fbbL+vvq2XLlu6VV17xi9e1N9+c7Tp0GJJ1uUqjsnWDuxZpzIfCUeeZtDpiJRAgTdDiQVtuuWX0ZtbN2B/84AdZb/Jw09gCfQqeODFz4RmkQw2rGlj/96CGWA1yNXrggQfc5ptvnnE+mv33tNNOc59++qlfvK589pm+ZY7KCg7NEaVP57Vq4MC3ol5fzSU8hABpwh/+8IeM8ND03rpUMnDgQHfiiSdmzdYa3xQ8F198cc55lGCjhvTUU0/NmlZdDa8a4Gq3aNEid/XVV2d9WPnRj37kunXr5pYuXeofUtM08E+rAe6333dTd4Sb/n3vvRMbHRhYC3r1ei04VwXII4+84++uKAIkB60+F/8EmHQDdvHixcHyph06dMi6GRrfNttss6DbqLpqrlxZWzf1ykkNpxpQNaTx+v3hD3/o/vGPfwS/j1ry8ccfZ3yICbetttpqVWPyiF+8Jj399DR35JGrF3QKG9Mrr3wu+EZS6/xvW41tc+Ys8g9NHQHSCI1Yjn+7UOPfFN2k1VxHuu7ujzyOb1oK9c9//nMw1cWKFZWZRbMaqcFUw+nXpzo4qKGtZS+99JLbbbfdss79oIMOcv/5z3/84jVh8mRNcvl4VkN56qmPrjrnz/ziNcs//8Y2AqSZ0KfcXXfdNXqTaixBoZcMFAyaGuOss87KmuY7vv30pz91f/zjH4O5mQp9jnqhBlINpV93u+++e9Cw1gt9c+3Vq1fwASReDxoUqb+zOXNq4+ax1hzv2vWF6IZxuB1+eD83bNiUoPcVmgcCJMHf/va36M2pSyPvvFPcdUeNIXnxxRfdX//6V/eLX/wiqyEMt/XWWy9YPlWftGvtUoyFGkQ1jH4PODWgakjr9VLg/Pnzg3tr//3f/51RLxtssIG7/fbbq/Zb7YoV37h+/d50Bxxwf0ZwaMxDjx6vBuM90LwQIB59E4jfmO3Zs6dfpGjjxo1zl156aeLlmHBTcJ1wwgnBDeGFCxf6D1HT1ADedtttQYMYrxM1mGo41YDCuffee88dddRRWX8722+/vRs5cqRfvFkbOXK0O/DAzm6HHa7LCI+LL37azZjB77u5IkBi1LNno402it6IasDTplXwrrzySrfddttlNQThpoFxaih69+5d87O3PvXUU4l1ofOfOnWqXxxON5mfDkLDr7MjjzwyCJnm7N1333WHH374qg9Mm6/6ZnmY22abTm633Xq4E098yI0fP9MvjmaGAGmgyyGHHHJI9Ob75S9/WfbGWpfKrr32WrfLLrtkNQbhptlkDzvsMHfPPfe4zz//3H+IqqWGTg2ef75qGNVAlpNei76J3nrrre6cc84J5s7af//9g3XStYW97fTf8Gfar3Iqr+N0fDkbb31r+7//+7/Eb22dO3cOxjM1J3pv6ZJuODvyGmus49Zff2e3004d3cCBr1Z0nW/kjwBpcP3110dvOt2UHDNmjF+krKZNmxa8pr333jurUQ033RvQzeU77rjDzZxZnZ/W1LCpgfOv56tzgRrEtK/n64PD+PHjg6lOtE6I3z242E2Pp8fV4+t50r5vo/tGZ599dta08RtvvLG79957U3/+pmh25H/9619ZsyMrSC666O+rgiV5nQ40TwSI+240c3ydCH0LaE4++eST4J6APuX6A+fim0Zfa4nWjz76yH+IZkcNmb5FqWGLn4MaPn2KT7NHkRox3SNQh4VcY3fS2PR8el49f5prgLz11lvu4IMPznp+dQVWh45K0OzImvbHf036Rl1sRxVURt0HiG7Ixm9mH3DAARX/lJbLrFmzgk9wahz8T5nxbY899ggG3DXH+wZqwOLdpMNN56SGLy3qDnzhhRe6Fi1aZD13fNNo9t/+9rfu/PPPd//85z+D+zKvvfZaMMuvNvWqE/03/Jn2q5zK6zgd709H4m96HXo9aY7jGDJkSGJnDc2iUK6xM5q9+rjjjst6Db/61a/csGHD/OKoInUfICeffHL0B63Bf9OnT/eLNFv6lK7urLpE4l8Cim877rhjMEp70qTKzqGjb0ZquPzXt/XWWwcNXVp0OTLp/kq4qYHt2LGj69+/f8kvBerx9Lh6/KSGPNz0+tK6bKoBrpo5Wt3E48+paVKuuuqqYNqUNKj3YJcuXdw666yT8bw/+clP3E033eSWL6dbbrWr6wBRr6b4H/Zjjz3mF6ka+ialGWnbtWuXNX9SfPv1r38dvKnLOdGgGig1VP7rUoOmhi2tadY10v/AAw/MqgNt+nZw+eWXl/3SiZ5Pz9vYtxO9Xr3uNKiXoSZk9C+DamzSgAED/OJm+mbWp08f9/Of/zzjeTQ7soL0s8/qZxR5ravbAJkyZUrGDVNdd68VmuzxwQcfDOZQyjXZo3oP6QZ2Wp98RQ2TP3hSDdjpp5+e2syyuqT0u9/9Lut8dclP3zh1Lb450OvQ60m6FKnXr/NIw6uvvupatWqV9Zz77rtvcKO/GFr6IKnjR+vWrZmhugbVZYDoE298XiFd4lmypPYWnxGdl75ZaeZaXTrw39jhVurJHtUQqUHyn0cNlxqwNOj3et111wWDMOPPqUsoGtHeXFeS1OvS6/Mv9eg8dD5pfUPr169f8HuPP6e+JWhqnULXUNGlOk0o6n+70TctzVyN2lSXAaIbl+EfuC6r1MtCUGqInnzyyWCyR78bZXzTVCFavveZZ54puButbvKrAfJX11NDpQYrLRqQ6Q9AVDdndWlN65tOqel16vX6U7fovHR+adC3VQ1kTVrFUd3Imwovzd+mkPO7P9fq7MjIVHcBMmLEkxmfku666y6/SF1QF1JN9qgGK1evJI3H0OWmJ554Iudkj2po1OD43WLVMKmBSnN97zvvvDOrAdQiU9V6yUSv218kS+en80yLLpdp5gX/96915Bu7N/jwww9nLLYWbrosp67nqH11FSCffTbPbb31fm7ttb9r5I499li/SF0KJ3vUJJKN3dzVppve7du3DxqO+CdLNTDqSeWX//3vf5/qmBR1HPAbvfXXXz8YXxJ2ta1Wev06D51P/Px0vmnOBaZLmEkzIWiWhrAX35tvvpnYOUFdx0ePHu09ImpZ3QSI2pPTT+/hNt20ndtggz3cr361u5s3b55frGTUHVgLUKm74hlnnBG84dSNUzeuw3sR+q/+rZ9rv3qoaMTy0KFDU214m6KBlZdddlliKISbLlHoxqhev79PDdALL7zgP2xJ6RPub37zm4zn3WuvvVK78VwpOh+dV/w8dd5pfsLXPTBNIhqfF06bLq3pA4Z/iU3LFWjxtWoPbRSubgKkT5833K673uG22+7SVV+7O7hx40o7eEs3q9Xwn3vuucG66H6jatl0+UALTw0aNCjVS0C5vPHGG0EX3KTJ+vxNDY4anlLchM9FXWHjPbt0SfKCCy6o2XEFOi+dX/zSq84/7S7ImmZG9wvjszTEN4090qzSCxYw/Ui9qosAefvtz13LlvdEU0T36FG6T8f6tK4eNP6lhlJv+sSvXi4aI1CpT3qaObVr166Jo8jV0JRjwj6tLx9f7VGdIOplaVedZ3wsjepB9ZE2dXlv27Ztxu9b3Yyb4ywHKK+aDxAtQtOu3cAoPM44Y2hJZvrUdf+kJUbDTb1SNE21PjnqRr1WztPlCG3hHEj6b/gzXTtWOTXEerP6N6Pjmy556ZN+Uz1k0qR1SsLXo2vf5aDGMj6uRaFdqXmdKkXnG/+wovooR4joQ0v4nLqEBUjNB8iVVz4XhcdBB/V2s2cXtziTeiMlfQLXpss8V199dfAmL/ZyisJFg7I0n5UaaP+5tOkyhmbiLbSrbSnoZmv4OnSDNW26XBP/5qFRzmnOm9Wc6bzjo7xVL2lfzooHiC5dAVLTATJ8+HsZq5s999yHfpG86aa4pgnxG3H1TNIlLK0ymCb1gLnkkkuy1sPWtsMOO5R9bfByBohuGMfveajxbK6DAstF5x8PEdVPmjfWCRAkqdkA+eST+a516/ui8Oje3d7A6lO+f0lJwXHFFVekOu14Et2s1zoZ/ghi3WDVAL5y3IeQcgWIuqzGe1tpwaQ0Z6+tJqqH+AJSqqe0uvgSIEhSkwGyfPlK16HDkCg8TjhhsFu6tPDLPOpdcvzxx2c01Lr+e95557m5c+f6xctK9z8UJP70JLo/Uo6JEssVIPFxHrqBXG/3PJqi+ojfWE9rGWYCBElqMkBuu21sFB777NPLvf9+4Y29pjfxp8bYeeedg15XzYmmDolPSR++wbUuRZrKESAaeR0+h75h1Utvq0KpXuJdfNMYsU6AIEnNBcjLL093e+7ZMwqQhx4qfJ4r9Wrx15bWrLWVuFmdLy3ME7/JrE1jUtIak5F2gGjup/j0JOrNhsapfsK6Ur2Veu4sAgRJaipA5s5d7A47rF8UHp07j/SLNEnjLOITw+neR7V88tVNVH+abk0nkkZ33zQDRK83/u1PI7GL7dVW61Q/8RHrqr9S/t4JECSpmQBZ9fftOnUaEYVH27YD3Pz5jU/+l0TrVMc/9aqXS7XN1KtvSZr8MB4iGo9SysZE0gwQze4aPrbGPGicDJqmeoqPEVE9lgoBgiQ1EyD9+r0ZhYcuYU2cWNgU3pqyI97TSjejp02b5herGuryGw8RLSVbystZaQWIGsH4eh6aUBD5U32Fdad6LFX4EiBIUhMB8s47X2RMVXLXXYWtqqZLP5tuumn0BtEkgqVeG7sSNL16PER0T6RU0gqQ+EqCmtK8UtO2VCvVV3wqeNVnKRAgSFL1AaKpSo455sEoPDp2LGyqEl3aiY/01o1ozf1TKzTZXTxE1PW3FNIIEN1/Ch9T3aWrdT2PSlO9xWfMLcUa6wQIklR9gFx11fNReGiqklmzCpuq5OKLL47eGLr/UYvrGcTviWjZ1GLXvZY0AiS+xkQtrVFfCaq/sC5Vr8UiQJCkqgNkxIipUXhoGzWqsOkttGRrfOnVWl2dUD109tlnn+g8dX+n2BHrpQ6QMWPGZIRcLVxCrCTVX3yNddVvMQgQJKnaAJk+fb7bf//7o/Do1q2wEcqLFi3KWH1P81zVMt3niY8T0bQnxSh1gBxxxBHR4/3lL3/xd8NA9RjWqeq3GAQIklRlgKxYsdKdeuqjUXhYpirROt3hG0LddSs9NUk5aLBheM4auVzMBIylDBDN6RSOpF5rrbWquvdbc6J6VH2Gv+9i5hAjQJCkKgPk9tvHReHRqtW9burUwhp/dW2Mzx80YMAAv0jNik97suOOO5pH15cyQLQGSvhYWnMdpaP6DOtW9WxFgCBJ1QXIuHGZU5UMGjTJL9Kk+Jtqv/3283fXNM2dFZ+AUTMNW5QqQLTuSYsWLaLHev755/0iKILqM6xb1XO4mFmhCBAkqaoA0VQlhx++eqqSCy8sfKoSffuIf62vx66i6sobNgZaR8IySr1UAfLUU09Fj6N7Uoz7KC3VZ/xen+rbggBBkqoKEN0oD8OjTZv+7quvlvhFmtSpU6fojXDkkUf6u+uCAiO+noiWxy1UqQLklFNOiR7n8ssv93ejBFSvYR2rvi0IECSpqgC55pp/B+GhS1gTJhTezVM3yuPTZNTz2hLxbyHq1lvoNCelCBBdTonP3VRt845VC9VrWMeqb8tlLAIESaoqQBYuXOb69n3TjR9feHiIxnmEbwJN91DPFi9enLE8rsbEFKIUAaIBjfEQQ3pUv2FdWwaSEiBIUlUBUqz9998/ehNYLtvUmviEix06dPB351SKALnxxhujx+jYsaO/GyWk+g3rWvVeKAIESeomQDSQLhx1rjdAPYz7aMqkSZOiRmHddddd9Q0v/2lgShEgbdq0iR6jf//+/m6UkOo3rGvVe6EIECSpmwBRd9XwDXD00Uf7u+tWfCLJwYMH+7sbVWyA6Dr8euutFz3GjBkz/CIoIdVvWNeq90LvgxAgSFK2AInPWbXHHne7yZO/8ItkiJcvheOPPz56A7DGxGrdunWL6qWQKUSKDZD3338/On6LLbbwdyMFquewzlX/hSBAkKQiAaLtnHOG+0UylDJA9Me/8cYbR2+A9957zy9St8aOHRvVyzbbbOPvblSxATJixIjoeK2YiPSpnsM6V/0XggBBkooFiLZXXmn8skUpAyTejVHzXmE1XcqIj0z/+OOP/SKJig2QW2+9NTpeY3OQvvgYKNV/IQgQJKlogJxyyiOusYHHpQyQgQMHRn/8upSFTPGb2UOHDvV3Jyo2QM4+++zoeOt0KihM/D6g6r8QBAiSVCRA9tmnV/T/I0cmX4stZYBce+210R9/ly5d/N1176KLLorq54YbbvB3Jyo2QA499NDo+KefftrfjRSonsM6V/0XggBBkooEyG23jY3+v127gcH07L5SBojGOIR//H369PF31z2NiQnrJ991QooNkD333DM6/vXXX/d3IwWq57DOVf+FIECQpCIBojms4otBJc2oW8oAadWqVfTH//LLL/u7656mdAnrJ9/ZiYsNkO233z46vtAeQbCJ93xT/ReCAEGSigSI9Ow5Mfr3oYf2dYsXZ65L4ZcvxnbbbRf98bNYUTb1Sgvr5ze/+Y2/O1GxARKfzHH27Nn+bqRA9RzWueq/EAQIklQsQBYtWr6q4ekT/UyBkqt8MeKN1WeffebvrntaIySsH03vno9iAyTe80vLCyN9quewzlX/hSBAkKRiASIDBvwn+lnr1ve5efNWT8+eVN6Kxiq3r7/+Oqofzdaaj2IDRI2QjtWaLGqckD7Vc7h0cKEhQIAgSUUDZNmyb1zbtgOin99005ic5a1orHKzNCzFBgihXn58A0GpVTRA5NFH341+3rLlPW7mzAU5y1vQWOVWiW8g3AMpP+6BoNQqHiArV37rjjnmwWhfly6jcpa34B5IbpW4B0IvrPKjFxZKreIBIhpMGO7TRItTpszJWb5Q8V5YNFbZKtELi3Eg5cc4EJRaswgQ3ZY4+eRHov3nnTc8Z/lCxceBjBmz+j4LvvPCCy9E9dO6dWt/d6JiA4SR6OXHSHSUWrMIEBk9+uOMMk2VL0R8JHrv3r393XXv7rvvjurnT3/6k787UbEBctZZZ0XH9+jRw9+NFKiewzpX/ReCAEGSZhMg0rHj0KzwyFU+X127do3++K+44gp/d9274IILovrJd7nTYgMkPhvv+eef7+9GClTPYZ0zGy9KoVkFyOuvz8oKj1zl8zVo0KDoj//YY4/1d9e9ww47LKqfxx9/3N+dqNgAGT58eHT8b3/7W383UqB6Dutc9V8IAgRJmlWASKdOI0oeIJMnT47++DfZZBN/d11bvny5+9GPfhTVz/Tp0/0iiYoNkKlTp0bHb7nllv5upED1HNa56r8QBAiSNLsAUQ8s9cTKt3y+WrRoEb0BtMAUvhOfSFG91fJVbICsWLHCrbvuusHxGsTIWJB0qX7DwaKqd9V/IQgQJClbgFTaSSedFL0BuGm72tVXXx3Vy7nnnuvvblSxASLxS2cPPvigvxslpPoN61r1XigCBEnqJkDiPY2sDV4tig/oe+yxx/zdjSpFgHTv3j16jEJ7BaEw8V5vqvdCESBIUjcBohHoa621VvAGWHPNNd3MmTP9InVn3LhxUaOgKUyWLFk9mWVTShEgWpslfIxCLp+hcPHBtJY1cQgQJKmqAFm4cJnr2/dNN368rfGPr/198803+7vrTvxTaaHfAEoRIPEb+Lo+/8EHH/hFUAKq1/D+h+pb9V4oAgRJqipArrnm38FN9T337OkmTCg8RAYMGBC9Cbbddlu3cmX2Urr1Ys6cOW699daL6kPfRgpRigCR4447Lnqc6667zt+NElC9hnWs+rYgQJCkqgKkW7cXo55Zbdr0D5bGLYRm4v3Zz34WvREeeughv0jd0IDKsB522203f3eTShUgQ4YMiR6Hy1jpiF++Un1bECBIUlUBMnfuYnf44f2iELnwwpF+kSZde+210Rth991393fXBf/bx9ChQ/0iTSpVgCxdutRtsMEG0WNNmDDBL4IiqD7DulU9q74tCBAkqaoAkXHjpgeXsMIQGTRokl8kp3nz5mU0nvX4LeS8886Lzn/XXXcNGodClSpA5Mwzz4weq1OnTv5uFEH1Gdat6tmKAEGSqgsQuf32cVGAtGp1r5s6da5fJKfLLrssejNsvvnmwYJK9eKVV15xa6yxRnT+w4YN84vkpZQB8tJLL0WPpUFu+oaE4qkew8Ga2lTPVgQIklRlgKxYsdKdeuqjUYiccMLgVV/N8x9Zu3DhQrfppptGbwgFSj3Q6OOdd945Ou927dr5RfJWygCRvffeO3o8DW5E8eKDRFW/xSBAkKQqA0SmT5/v9t///ihEdIO9EPGRuWuvvXZdrBPSuXPn6Jx1GS/fea+SlDpA4jfTN9xww7r6VpgG1Z/qMaxT683zEAGCJFUbIDJixNQoQLSNGlXYOIL4oka6lKX7I7Xq4YcfjsYCaLvjjjv8IgUpdYCogYqPiv/f//1fvwgKoPoL61L1arnPFUeAIElVB4hcddXzUYAcdFBvN2vWQr9Ioz799FO38cYbR2+Mo446qibHhmjyyB//+MfReR5//PF+kYKVOkDk/vvvjx7zJz/5CevXG6neVH9hXapei0WAIEnVB8iiRcvdMcc8GIWIFqVauTL/T1tPPfVUxk3lc845xy9S1TQKOX6/R2MCFixY4BcrWBoB8s0337iddtopetw//vGPfhHkQfUW1qHqU/VaLAIESao+QOSdd75wLVveE4XIXXeN94vkdNVVV0VvDm3XXHONX6Qqab6vrbbaKjovjQMo1VT2aQSI6HHDS20K9rFjx/pFkIPqK/xApHpUfZYCAYIkNREg0q/fm1GAaJzIxImf+kVy0lrg8RDRgMNqNmXKFLf11ltH56PunJZJ9BqTVoBIfOp9jVNZtmyZXwQJVE+qr7DuVI+lQoAgSc0EiO4RxlczbNt2gJs/P/9Rt/qar3sg8RDR5axqvCcyevTojClbvv/977tnn33WL1aUNANkxowZGaskXnTRRX4RJFA9hXWm+lM9lgoBgiQ1EyCiqU4OO2z1VCedOxc21cnixYuzQkT/rqbeWXfddZf7wQ9+EL1+ddd9+umn/WJFSzNAJL5+iy7FPPnkk34RxKh+4r3sVH+lRIAgSU0FiLz8cuZUJw89VNg1f30T8S9nqYtvKS//pGHu3LnBwMD469bN8zfeeMMvWhJpB4jEZ+rVWvazZs3yi2AV1YvqJ6wr64y7uRAgSFJzASK33TY2CpB99unl3n+/sKlORDfW472ztBiVRqw3xwFumqY+3tNKmyaKLGagYFPKESBffvml++Uvfxk9T8uWLYNviVhN9aF6CetI9aV6KzUCBElqMkCWL1/pOnQYEoVIoVOdhNTFNz5ORJu+jTSXCRhfe+01t99++2W8PoXexRdfbFo0qBDlCBDR/ZxwJUltv/vd70rSLbUWqB5UH2HdqJ5UX2kgQJCkJgNEPvlkvmvd+r4oRLp3t00kp8GG8RHr4aY1NDS6uxI32V988cWsezXaFG7PPPOMXzwV5QoQ6dWrV8Z51tpYHSvVQ7xeVE9pIUCQpGYDRIYPfy8KEG3PPfehXyRvAwcOzLpMpE0rG2p53LTXWNeN/HvuuSfjckW4qZeVLrlpwaxyKWeASHxiQG1dunTxi9QVnX+8PtKegJIAQZKaDhC58srnogDRVCezZ+c/1YlPs/hefvnlGeuJhJsuHakh7dGjR8kG67333ntBaBx99NHBm9Z/Tl2yaN++vfvwww/9Q1NX7gARv3OD1jUpdo6naqPzja/nok31kjYCBElqPkA01Um7dgOjEDn77Cf8IgXTtwENNIyPtfA33TtRbxgFTu/evYMRwmro/cY+/JnWJO/bt2+w1Kzmqvr5z3+e9Zjh9sMf/jBYKMh/rHJ64IEHotezxx57+LtToenojz322Iy66NChQ93cE9F56nzj56/6UL2kLR4gmr0akJoPEHn77c+jqU60AFWpqAdM//79XZs2bTJu9KaxqY//AQccEPTvV5fdSnj33Xdd165dM0Y7h6/twgsvdF999ZV/SMmpET399NMznl/1n0bPo+ZE56fzjJ+36qEc4alZDdq2bZvx+wakLgJERo583/35z8Pco4++6+8qidmzZ7uePXsG00e0aNEiKwAs20YbbRR8G9HU65988on/lGWhcSS6vxKfar2xTa9XdZB2xwJ9Gv7rX/+a8dxbbrmlmzhxol+0Jui8dH7x89X5p335Th8I9MFA3zjiz61LuIDUTYCU2+TJk93gwYNdt27dgvsU++67r9tiiy2CLbyHov+GP9N+ldMn/EGDBpXsPoqFlr3VmJf4XFr+pstorVu3Dl67v2+XXXZxL7zwgv+wJae6io/VUWcCBVgt0fnovMJz1PnqvNOkDwB6Xn0giP9e9S37iCOOcB9//LF/COoUAYLgk6y6Bv/tb38LugL7gRBuCjyFnLovxwf0PfbYY4lh8/vf/9599NFHsWcqvREjRrif/vSnGc+rLs7V3sjp9ftdtXWeOt80qXOEPgD4v0t1lJg0aZJfHHWOAKlTunY+atQod/bZZ+e85KZGS9fan3jiCbd0aeOTU2om2Ouvvz5j4Spt+vR85ZVXpjqCXyGlG/nx59VkgupeXY57BKWk16vXHZ9MUpvOL80wVoeME044Iev3v8022wQfEIAkBEgdUSOvSffU7TNXDzLNq3TmmWcGgxIL7eGjeZm0oFH80pK2zTbbzPXr188vXjIKN32DWnPNNTOeV5+mhw8f7hdvlvQ6/U//Oh+dV67wLoaCXQEfv0ymTR8E9IGAqfSRCwFS45YsWRJ8gjz11FMzljn1NzXw6hqsSxiluAk+fvz44L6O/zytWrVyr776ql+8ZCZMmBDMEuA/rz7BDxs2zC/eLOh1+d+gtOk8dD5pUaDr9x5/TgW/PgCoUwjQFAKkBi1evNw98cSr7owzurj11tsgq2EKN90A79y5sxszZoz/ECWjiR5/8YtfZDyvuoHqspimiUmDLgPdcsstWZeBwkZZN4jnz5/vH1ZWen69jqSw0+vW60/r8psCXEHuP68CX8EP5IsAqRFff70smLrlootGBjMQb7vtxW6TTQ5166yTORnkr3/962AajDQ/2fo0xYq6AsfXKdGmm/Ldu3dP7TLJ559/7i655JJgNUa/sdRrUYcALbRVim9c+dDz6Pn0vH5daNPr1OvV606DAvu0007LWDdEmwJeQQ8UigCpYl99tcQNHTo5WIkxvia8th126OY22+yEVZ9mf+V23HFH949//KPivWh0E/jEE0/MajjVg2vIkCF+8ZL54osv3KWXXpr4jUSbrvdrLRWNt1H361LS4+lx9fh+B4Nw0+vS69PrTIMCWkHtT8GjECv3HGqoLQRIlZkzZ5F7+OG33VlnDXN77ZUZGvGtffvBrkeP4W7atMoMQMxFXYb90ezaDj74YPfWW2/5xUtGo7nvvPPOVfW2V9ZzxzeNf9AYl7POOsvdeuutwc1tTTUTTjsTXlrSf+NT0aicyus4He+Po/A3vQ69njRH0SuYt9pqq6znVpBXe1dnVB4BUgU0AeQDD7zlzjzzcbfHHtlhEW4dOw51/fu/6T791D5hZLnoco4mivTXW9FgNU1TPmfOHP+QktJATa2bkjR+Jc1Nz6fnTXugqIJYgew/v+65KMCBUiBAmqkZM+a73r1fd6ed9mhWUISblu79y1+GuUGDJrnPP6/OyxCaLkM38v3ZhjX+5I47/uVWrEjnRnLcBx98EISZPpXn6t5s2fR4elw9vp4nbQpeje3x52ZTUN97771lu9+D+lCTARJvZPPV1DHx/foWMHly7uvVTT1ekg8++HJVQzPRnXTSw1lhEW57732PO/fc4cGcXvPmLfEfompp6vojjzwyo9Fbd92tXOvWf3ajR0/xi6dKXVh1s1v3Ls4//3x3+OGHuwMPPDD49qCea+uvv37w+vRf/Vs/136VU3kdp+PL2RX2m280/chgt8kmmXNmKZgV0OWY6BL1hwBp0NQxfkN+zjm5B6c19XihKVPmuH/9a7w77rhBWc8RbppB+IILnnLDhk1xCxak02OpudAywtttt92qhm8Dt+GGLVc10Ke7HXe8Pjh/rTKJbOPGTXdHHHGL23TTdm699baLwkOBrGAG0kKANGjqGL9R1/bKKzP8YpGmHu+LLxa5P/zhoazHDLd99+3lLr30mVUN6tRgTZN6otHvd97Zx22/fftVYXJpVCfqaXb77eOCLsvQfFlfBcGqutlll1vdVlv9xW200QGr/n8/N3LkSL84UHIESIOmjvEbeG2nnPKIa2xG7aYeT5eg/MfTGu5aQXHUqA/c0qWFTSFSi7788mt33XXPBvd64vV06KF9g+7LK1c2Uvk1TgGqIPW7brdseb27774RZblvBAgB0qCpY+L7NVAv/H+tM5Kkqcf77LOvg5UStczuNdf8240e/bFbtow3fpKpU+cGnQXidapNAf7667P84jVLgangVIDG60Hdubt3fykYFwSUEwHSoKlj4vtvu21s9P8KgRUrsnu2NPV4KJy+mR199OrlicPtiitGuVmzmn/X5WIoKNu3fyTr3BWsCligEgiQBk0dE9+vT3r7739/9G91o/U19Xiw0be0Xr1eCy73xetY94zuvntCzV36UzBefvmzGeeqTUGqQAUqiQBp0NQx/v6ePSdG/9YlhcWLMxsuvzxKS50Qrrrq+ayBlUccMSDoeFDtlixZEQRi/HKpNgWnApTLnWgOaj5ALFsSf796Rh1ySJ/oZwqUXOWRjkmTPnOnn5492FKj8t95J/dYneZKAaggjJ+PgvLqq58PghNoLgiQhC1J0v4BA/4T/UyfDOMD+5LKIz2aibhNm/4Z9a7eW+qgMHfu6uV3mzMFnoLP/3tUQCoogeam5gMkX00dk7RflxHatl39SfGmm1avq5FUHunSZcQ77xwfDLyM17/uV/Xp84Zbvjy7s0NzoIBT0PndlRWICkaguSJAGjR1TGP74+M51C9/5swFOcsjffodXHLJMxm/A23qMffCCx/5xStGgaZgi3fI0KYAVBD699WA5oYAadDUMY3tV9/8Y455MNrXpcuonOVRPhMmzEycV0zT0EybNs8vXlYKMgWa/9oUfOGHEKC5I0AaNHVMrv0aTBju081OzW+VqzzKRwH/yCPvuP/3/1Z3eNCmwXc33jjGzZ+/1D8kEi9fqgk0FVwKsHhZbQq6iRPTWeIXSAsB0qCpY3Lt13QmJ5+8epDXeedlNhCoPE1CefPNLwezGcd/Nwcf3Mc9//yHfvFAvJy2YifQfPXVmVnPr2BTwNXrtCyobgRIg6aOaWq/piKJl2mqPCrjo4++DJYAjv9+1BEiif971FbMBJoa1xHuV5Ao0Gp9dmXUNgKkQVPHNLVfkrpg5iqPylHgH3vsd1PoawLLJP7vUVsxE2hqDEfnziOD+2QKMqDaESANmjqmqf2i+Yr8BidXeVSWLhvlumEd/x2WYgJNoNYQIA2aOqap/SH/8khT5dF8xX+HTKAJZCNAGjR1TFP7Q+qB5c/PhOoU/x0ygSaQrSYDBCgFPxCYQBPIRIAAjfADgQk0gUwECNCIpEBgAk1gNQIEaERSIDCBJrAaAQI0orFAYAJN4DsECNCIxgKBCTSB7xAgQCNyBQITaAIECNCoXIHABJoAAQI0qqlAYAJN1DsCBGhEPoHABJqoZwQI0Ih8AoEJNFHPCBCgEfkGAhNool4RIEAj8g0EJtBEvSJAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCY/H9UV8IfdFm9kwAAAABJRU5ErkJggg==)
| Product Number | 3H32-1-AL |
| Synonyms | 1H-Pyrazolo[3,4-b]pyridin-5-amine |
| CAS | 942185-01-5 |
| MDL Number | MFCD10699403 |
| Molecular Formula | C6H6N4 |
| Molecular Weight | 134.142 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory