![4,7-Dimethylpyrazolo[5,1-c][1,2,4]triazine-3-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABTGAAAUxgE4yii0AAACKnpUWHRtb2xTb3VyY2UAAHichZTra9swEMD/lUOfFz39DHFKWBkM2g3WDvZtKLaSGmKr2M7rv98pjlM7yVxkczrd/fS4O2n2cCg2sDNVndsyIYJyAqZMbZaX64T8fv02icjDfJaiEzqWdULemuZ9yth+v6fpmyn0wZY0tQVp7dNDnQ989oraas0k54L9eX56OTGTvKwbXaYGqTqf1qfBJ5vq5rSL/yzBCl3t8pK17qyodu1sfyV3H6eHOiMfZ/mKtgWisMo3Bla2KnQDO8kpfvwLrE1pKt2YDJZHHFbUw7PPZ8+PNt0Wpmyw62bIU715aaptigOF3Zh0i5Nh5/tjQgqBgG5ssagqfQTXc8NagJagFWgPtA86AB2CjkDHoAXHH+0CHQR6CA/jvTFuwdfju8FdQ9t+YHPyJ7azjsGSCZlwqkQcgKBScg8kFdIPQFE/5hI8GksVQ0ClHwadCNGGa0Vo83mnnT3P4oy3kxE4unUEVVxGcJEYNT+InfQV6hhHFcqLOpGUh62MvL7uURX1xz/0zt/3ohADyS6RnM+Wtsx6XcizhCwFOYX4l1nV8hxlArbKTIWF6yZwrn1ADgGXkwuwuAeoIeAyOA54Q8Dlexzwh4CrjnEgGAKulsaBcAi4yhuPUjQEXJ2OA/ENIPiFkPcIZ7/alBDjxxDX2T5dmvGNCXmH+STlQt2k8FPkKuvdPR5l/JtavI+wXumz7sHB7s1jxHovFcP3ef4Pf8Ox6du1p5kAADP/SURBVHhe7d0JvNzT/f/xFqWWaBXtr62KNiVqa6uSEBU7bcQaiaooIZagJGKLNcReQYTGktCEUHtiqURssdUaNCSCkEgkCJKICLGc/32f+z9z5547d+53PrPdmXk9H4/vA3POnXtn3Hve8z3rdxwAAAbfiR8AACAJAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBCiBP/zhGn/tsMMo99lnX8bFXqgDVAoCBCiBEA66rr76+bjYI0BQaQgQoATSA2Sbba53CxYsjasQIKg4BAhQAiEc+vV7wP9zyJCn4yoECCoOAQKUQAiH6dM/cltscY3baqsR7oMPPstYB6gUBAhQAunhcMopE/2/Dx48qdk6QCUgQIASSA+HmTMXuA4drnUdO17nZs1amLEOUAkIEKAE4nAYNOhR/98DBz7UbB2gtSNAgBKIw2Hu3MVuyy2v8+MhGhfJVAdo7QgQoAQyhcNFFz3pHzv22AearQO0ZgQIUAKZwmH+/CWuc+eR/vGXXpqXsQ7QmhEgQAk0Fw5Dhz7jH+/TZ1yzdYDWigABCkj7XM2btzh+uNlwWLhwqevS5YZUeVznm2++dbff/pqbPHleo8eB1oAAAQpg2bJv3KhRL/sw0PTcDz9c0qg8UzgE11zzQrMBMmXKB6nH+/cf7959d1GjcqCcCBAgT5MmzXR77/3vVEPfvfut7tNPv2xUJ1M4BLpr0S69mep8+eXX7owzHkmVaeaWur2a29EXKCUCBDB6++0F7qij7k817rr70F2I7kYK7ZVX3ncHHnhX6nvtvPNoN27c676LCygXAqTGPfbYY+700093CxYsiIvQjEWLvnAXX/yU76pSY65V5Wef/Zj7+OPP46oF9W1dVtxzz3S3yy43poKkV6873csvMz6C8iBAatgHH3zgVlxxRfed73zHfe9733O77rqrGzFihPvwww/jqnD1A9q33fZao+6mQw8d56ZOnR9XLaolS5a5YcOe9Rsyhp/jtNMedu+/33TwHigmAqRGfVv3cfZPf/qTD4/ll1/e/zNc+u/tt9/eXXXVVe69996Lv7QmPffce65nz9tTDfZuu41x48e/GVcrqdmzF7kBAyakfqattx7pB+S/+OKruCpQFARIjRoyZEgqLJ544gn35JNPuuOPP961bdu2UZh897vfdX/84x/dpZde6mbOnBk/TdWbM2eRO+GE1t1IP/vsHNejx22Nwm3ChLfiakDBESA16IUXXkh1XZ199tlxsXv++efdqaee6n796183ChNdHTp0cOeff757663qbqDUTXTllY27iU499eGMazxag6+//sbdeuurjbrXtDhx2rTSdq+hthAgNWbx4sVugw028GHQpUsX98032WcM/e9//3NnnXWW23jjjZuEyWabbeYD6LXXXou/rGKpa+/ee6e7XXdtPFCtrUYqgQb4tcdW+gD/OedMKvoAP2oTAVJjDjroIN/4/+hHP3KzZ8+Oi7N644033LnnnlvXMP2hSZi0b9/ez+Z68cUX4y+rGM8886Lr1u0097vfXeYb30qeKjtjxieub9/7UiG47bY3uNGjXynKFGPULgKkhowZMybV4N99991xcU7eeecd949//MN17ty5SZj88pe/dCeeeKJ7+umm5363RgrSXr16/f9g7eQ22uj4qlmsp0WOe+11SypItODx8cdnxdUAEwKkRsyYMcOtvvrqvpHs27dvXJyXOXPmuGHDhrntttvOLbfcco3CZJ111nF///vf/XqTlrrLSm3p0qXunHPOcauuumrq5+3e/cC6cJwbV82Lug0nT57sbr31Vv8+DRo0yF9HHnlk6t/1+L///W9/B/fpp5/GT5GX9G1WQpAcffT9fiEkkA8CpAYsW7bMdezY0TeQm2yyiW84i0VrS6699lq30047+bUl6WHyk5/8xB1++OHuoYcecl99Vd5ZTGrM11tvvdTPttFGG7kHH3wwrmairj69B/vvv79bd911G70HSa+f//znrmfPnn4qdaHGmDQOogWPGhdRiHTqdF3dXeRTftwEsCBAasDJJ5/sG6WVV17Zvfrqq3Fx0XzyySfuhhtucN26dXMrrbRSowZSYzC9e/d2999/v/vii9I1YC+99JLbdtttG/0cV1xxRd6BNmvWLD87TUEUh4EuhanKdJfWo0cPd/DBB6cu/bce10SFMDsuvtQtqDGmqVOnxt86Z1r4eMghDdvHa+aWdvyNx3rSy5vrzgt1UJsIkCo3ceLEVLfS8OHD4+KSUTfOTTfd5Lp37+5WWWWVRo1jmzZt/BjEnXfe6T7/vDizhbS6/rDDDkstmlxhhRXcUUcd5T76qP44WavHH3/cde3a1a+XSX9NutM75phj/GvSHUkuNEV67Nixrn///u73v/99k+fW3eQdd9yRd5egFkJ27TomFQLaniVdeFzX1Vc/36gsIEBqGwFSxdRo/vSnP/WNzt577x0Xl82SJUvqPvHe7g444AC32mqrNWocFS76RH7zzTf70MmXuu+0aPKHP/xh6nvssMMObsqUKXHVnDzyyCN+gWX6z65pzRdffLEfEyqk+fPn+66srbfeutH303Ts66+/Pq8gWbr0K78wUjPO/vWvlxqVpQfINttc7xYsaNr1SYDUNgKkSmk9gz4Zq6H5xS9+4buTWiN1X917772+K2eNNdZo1EB+//vfd7vvvntdw/Yv02aP6h4La150tWvXLu/ZZ9ra5S9/+UvqOXV3p7sqLc4sBd2dHH300f69CT/D5ptv7p56qvHdQyGEcOjX7wH/zyFDms6qI0BqGwFSpS677DLfuKjLRt0slUB3CxrIVlfTj3/840ZhojGEXXbZxV13nQ5ryr7Z4+uvv57a50uXusguuOAC9+WXmfvxk7r66qv9c4Xn3W+//dy0adPiaiWhyQqnnHJKoyDRmFIhZ3CFcJg+/SO3xRbX+FX5H3zwWcY6qE0ESBXSlNEwaK1V5JVI3TKPPvqoH0fQjKT0MAmbPV555ZWNNnvUXUq/fv1Ss780dqA7m7lz85uWu2jRIh8W4ftvuOGG7uGHH46rlcXbb7/t9tprr9TP9qtf/co988wzcTWT9HA45ZSJ/t8HD57UbB3UHgKkynz22Wd+VbgaE/XRf/3113GVnGkTxQkTJvgGO9MaBj0+fvx435gVizZ7HDBgQKOpt+HS69TMKs2oCo9ttdVW7rnnnoufJmfTp09P7QmmQNICSd0ptTb33HOPW3vttf3PqQDVHWi+0sNh5swFfvqvtkiZNWthxjqoPQRIlVE3hhoRjSdoaqmFPrFr0HafffZp1CgnuTRYvccee/jde7VavRg03nDaaae59ddfv8n318JFzfYqBAVQaJTXWmstP6bSmun/284775x6L7SAM58B9jgcBg161P/3wIEPNVsHtYUAqSK33HJLqvHQNM9cqKHRzCgtAIzPB9GlMQltW6KunPQ1DPpvzQ7SIsH4a3TpTkDTh4u1eFGzqTSrKjTyugMrBC12DDPENBBfrDAsNE2eOOGEE1Lvv7q3rGM/cTjMnbvYn8mu8RCNi2Sqg9pCgFQJdR/94Ac/8I3GEUccERc3S8GhxX7ps5V0qRtMDdF9993nFi5s6LLIRgO46soaOHCgnxmU/nz6JK9tQwoxNTemgNL30GK8QtCdRwiPLbbYosVB+9ZI3Yrhg4CmcFu6MjOFg3b61WPHHvtAs3VQOwiQKqBV1FtuuaVvLLTaOeliPJ37EbY40aUZPZoiqscLQbOh1NWkO4PwPbQuRdNy9Um5UAoZIBrzCD+vwqOQs5pKTXtrhRA58MADc+7OyhQO8+cvqbsTHekf1xb3meqgdhAgVUCf+EMA6PyOlqgh0TkeoXHR9hknnXSSnxpaDOq+0ifi9G4udZUV6rjcQgWIZluFAXPdkVXinUds5MiRqZXsOiQsF82Fg3Yq1uM6sKq5OqgNBEiF03TSsFWJGumWfPzxx6kxA10adM11qw0rNdAKqjDNds0113T/+c9/4mo5K1SAhKm6ugOplDGPJLTtvl6XgmTcuHFxcbOaC4eFC5c22tk3Ux3UBgKkgmmLi5/97Ge+cdhzzz3j4iZ07kXY7E+N+CWXXBJXKYlnn3029Ulfd0Ga8ZWPQgSIFgmGRra1z7ayCOGoWXJJjyPOFg7a/oQAAQFSwbTLrRoFTV1taVNAhUfbtm19fU3xfeKJJ+IqJaXBdE33DXdC+Sx4zDdA1JUWVphrnUc10uy0cCyx1swkGYPKFg7anTf9/HXUJgKkQg0dOjT1CV6HNWWjbqvQeOiOpZRbumejsRitVQghcuGFF8ZVEsk3QMLeVr/5zW/MU14rwcsvv5zqPtSWMEC+CJAKpDMtwlYlZ5xxRlzciBrpMOahO4/WEh7pjjvuuFSI3HjjjXFxi/IJEO2qG753a9mepJi0f1b4XSjWpAnUDgKkwqgrQnsxqRHQAr6W5vdrtpXqaqZVubutmqPuFC1K1M+p7dz1STkX+QRI2JJdYwS1QFO8tV+WXvPxxx8fFwM5IUAqzKGHHur/+DUYqj2qstF6jjBVt1wD5klpW/dOnTr5n1VblCRdyyLWANEuxfo6zWIr16665aC7vBDW8+bNi4uBxAiQCqJzvEN3y2233RYXN6Kuq7BIUNugJxk0LTcN9IeDn9TVkpQ1QMKW7/vuu29cVNV01xo23OQuBPkgQCqE1iWExlXnZbRE25OorsZKSrXOoxCuvfZa/3NrsPe1116LizOyBIg2mgzrZwq18r6SjB492r92/U4l3adMZ6bfddc09/bbuR/uhepEgFQAbVWiTQn1B6+ZQjoSNhvdfYSdarVwr5LoTikc3aqjbZOwBMj555/vv0bH0NYidRmGnZbHjBkTF2f0+OOz/JTd3r3HxkWoUQRIBdB+UvpD11Ylr7zySlzchLq3VF993JU400YHSenn1x1Ckq1ZLAESFlTqDPNapcO69B7suOOOcVFGEya85QNk//1z2+kZ1YsAaeU0zTQMhF9xxRVxcUbaZ0r1jzrqqLioYigM9Bp0cFVLcg0Qdempvladz5kzJy6uGTpXRe+Dfr+0VqglBAhiBEgrptXl4TjX3XffPS7OSKuqQ+CogahUYcKAtqhvaUZWrgESxlk22WSTuKimqLtQuyPrvdBZMC0hQBAjQFqxsNWHQkT7XiUxbNgw/zVaK1LJ1EevzRb1WlqacZZrgOy///6+vlbB17pevXr59yLJGTIECGIFDRD9IurKJkmd5syYMcP179/fD3xq9ohmGGl/J52Ud+aZZ7bKVdZWIQg0DqBurKR0DK2+TodBVbqDDjrIv5Y+ffrERY3kGiC/+MUvfP0777wzLqo5Opsl6QcOAgQxW0vejCThkKROJkOGDHErrLBC6uubu6qBBso1YK7XowH0pNQlEQ5D0kmClU5nm+u16ENCNiNG3OzatNnAde3aKy5qQps4hvMxku5KW800SUHvhf62WtoHjABBrKAtbpJGPEmd2GWXXea/Rn/4+lQ6adIkt2DBAt/NodXYTz/9tD8uVRsGVjpN0Q0zhDR1V1N4k9J7Ed7fTz75JC6uOFpYGF5PttlkY8ZMcu3aHen++tdL46ImJk+e7J9PW7u0tA1MLdDfUBgza+kOngBBLLeWvAVJwiFJnXRa8BV2ENUn0mqnRYJ6reqiy/VQowcffNB/rU7+qxZh8aQ+NDTnjjte8w3b4YffGxc1oWNe9XxaT4N6Yc1QSwPpBAhiyVvyBJKEQ5I66cLuoQcccEBcVHX0BxzeHzV0ufrnP//pv1YbBFaLcNb7Ndc0f+ZELgEStsHXSYyop3Ugek9aOtGSAEEseUueQJJwSFInXYcOHXz9at9qW91P2mJbr1UbJlqce+65/uu7d+8eF1Wsvfbay78mrRxvTi4BEt4jTTZAvSTvsRAgiCVvyRMI4ZDkSipst5BkoVMm7777rhs1apSfbdJar5EjR7p1113Xv07NhtGW7Rbhbk3jRNXib3/7m39NAwcOjItScgmQanyP8pXkPRYCBLHkLXkCcUhku5IKM69yGUxOF87OqJQrn439jj32WP8cSVZvVwq9Fr0mHTrVnFwCpBrfo3wleY+FAEEseUueQGgEs0lSJ12+dyCDBg1y7dq1c+utt16rvTToHd6XXLYxj5188sn+Oarp03WST8e5BAh3IE0leY+FAEEseUueQJJwSFInXa2MgYQBcC0cnDhxYlycCGMgLQcIYyBNJXmPhQBBLHlLnkCScEivM3bsWN/YrbPOOm611VZzv/3tb/0K7PT5+eETo7ZcqHZ77723f63an+jDDz+Mi1sUQmibbbaJiyoWs7CKL8zC0t9eNgQIYtlb+xzlGiBdu3b1A9zTp0/3G+ZNmTLF7ySb3hcb1oFoEeEtt9ySerwaqZsubLOx22675XyKYFgH8n//939xUcUKM9Mee+yxuCgllwDR75CeT4s1UW+DDTbw7wnrQJCr7K19jnINkEy0+nj11Vdv9JjO89bXKER69+7tz7JetGiR33pBAaOV6IMHD66K3VW1YC6sDNYK/Fxo4WF4nxYuXBgXV5y5c+emfl/ef//9uDgllwB58cUX/fNpHzVWojv/NxQmqugDXDYECGLNt+QGLYWDtFRn3rx5fuA8duGFF6Ya1mxXNdDGkKGR09YbSekkwjDpYPz48XFxxQmrxtXFmU0uAZK+F5Y256x12r5E74VCRNuaZEOAIFbQFjdJI95cHX0aVFdWt27d3IABA+Ji780333T9+vVzm266qb9LUQOr9RM6AvWss85KfIZ2a6f3QqvJ9T61b98+p3UhYQv4lmbUVIKwrUtLM6ZyCRBRIOl5NQZX62688Ub/XqgbqyUECGJNW/IyCKGiS+Gg7qlap6650P9/yCGHxMXN0q7F+prf//73cVFFUYj+7Gc/869FjVw2uQZIz549/fPqaIBapy5hvRdJdj+4774XXLt2R9V9yDsvLkKNahUBIsuWLfN9sJodc+CBB8bFNemOO+5IBWvSCQRvv/12qovm9ddfj4srxgMPPOBfg851b+kDRa4BEmarVXrIFkKYtJHk9+uOO+53bdq0d5077xkXoUa1mgAJNHDapk2b+OGadfjhh/s/cB3tqnBIIkx9Pf300+OiiqHp3XoNSTbRzDVA1NWp59aaG8t06WoRxj/0gSPbdvlBGJPSdHtAWl2AaCaRjjJFPU1vDueDKBiSbOly9dVX+/o6XErni1SaadOm+cZdryHb9N0g1wCRX/3qV/75r7rqqrioZoQ1VjrRMwkCBLGyBojWfGjVtc771uwYTcfVL3M+23lUI50aF04oPPXUU+PiJhQ6a6+9tq/f0hbdrZHuOvSzJ10QaQkQnfSo76EJGLVIY0w///nP/Xtw7bXXxsUZESCIlTVAtD3JLrvs4g8N0vTTjh07uhEjRuS8gK4WKAhCt0uSbV10QqPqa1Hhp59+Ghe3Wk8++WTq7kMLI5OYPv0j9+c/3+RGjXo5LmrW1KlT/fdQ941m99UaHXms17/yyisnXjNEgCBW1gBBbvbcc0//B6zZSbpry0Z3dNoSRfVPOumkuLhVUvecZuHpZ9Z05GLr1KmT/15HHXVUXFT1wjTxlqZIpyNAECNAKshHH32UWsOg9TIt0VkjqqutYJ599tm4uNU58cQT/c+76qqr+gO2ii3MctOn8CSDyNVCd7B63VqYm8tMPQIEMQKkwjz66KP+D3+55VZyw4dnPyNeXYEaZ9Ifvc691l1Ja3Xvvfemph8PHz48Li4KrdwP+0DV0ribxpb0mv/yl7/ERVkRIIgRIBVo0KAL3Fpr/dFtuOGRdZ8gs39yfu+99/ysttAtpEaztdH+VNpZwNKo5ev666/331eTFJJOk65ko0eP9q9XW5fkunMDAYIYAVKBvvrqa7fffkPdH/5wteve/Va3dGn2qb3/+c9/UvuI/f3vf4+Ly0rb1/z4xz/2P5sW9pV6wF+Buvnmm/vvr3Mxqtknn3ySeq+PP/74uLhFBAhiBEiFmjt3sdtuuxv89NXBgyfFxU2EWVy6Wjq6tFR05xFOY9Spkdl23E2n16xrhx1Guc8++zIu9kKdJDTzK3Sf3XPPPXFx1dCAuV6jxtEs3ZkESJFNnepc377OtW/v3KqrOrfKKtprX2cO15c1p+7/ib+ySVLHoPDPiJKZOHFGqqF88MGWd5bVhpMhRA4++GC/lXe5aMxDOw6E8Mil+yi8Zl1XX535DPlcAkT0fuhn0foZ7YZQbW644YbU//tx48bFxYkQIEV04YXOLb98Q0MfXyq76KL4q+olCYckdQwK/4woKd19qKHU3ch777Xc/aNt8UNDonU3On+llDRVV7Otwid+dVslvfMI0gNkm22udwsWLI2r5Bwg2m8rrE7XxINqWoukLUu0p5heWz5dmARIkVx+eX3jXvc34bSppWZM6g5Ru0g895xzffrUl6nO0KHxVycLhyR1DAr/jCgpjX/su++tvrHs3Xus+/rrlgfJtbttaFC0iDPpSuR8qasorPPQpQFzy5hHCId+/R7w/xwy5Om4Ss4BIs8884yf8qyf7YQTToiLK5ImUay33nr+NXXo0CGvu04CpAjefde5FVesb9yvvz4ubaAy1VHd+ENfknBIUseg8M+IktNK7K22GuEbzH/+M3OXTuzll1/2U3tDY64tPTRFuBi06lvbk4S7Dq3zyGeqbggHve4ttrjGv/YPPmh8ZoolQESnQIb3pBK3gUm3YMECt9lmm/nXokWl+a6tIUCKQFsTqWHfd9+4pKnu3evrnnZa48eThEOSOgaFf0aUxb//PcU3mB06XOteeOG9uDijpUuX+vUP4VO3ru22287deuutLZ5O1xLttaTZX9pVN2xNoktTifNtyNLD4ZRTJvp/jycSWANE1M2jn1Uz19RoViKFh/aV0+vQXeYrr7wSV8kZAVIEdXeFvmGfMCEuaUqnjKpup06NH08SDknqGBT+GVE2/fuP942m9oVauLDpuEBztB6gR48eqTsEXVo7olk76u5KOk6iwWc1Mn369EkdBhUuLV5LurdVS9LDYebMBT40O3a8zs2a1bCnUz4Boqm9mtIbQkT7s1US/X8IXYVaZT9pUsuz9JIIAZLk9EIktMYa9Q37xx/HJU1p+yLVjXcrD+GQ5Cqwwj8jykaDyQoPNZwKk1xp198jjzzSnz2S3vjr0mMadN977739jKVw6b+1p5Q+5cZfo8ZLXVeFasCCOBwGDXrU//fAgQ81WydXGivQa9PrULBefPHFcZVWSQPmYcxD/08K9d5rfCgcPqX3Y/Dgwf4OFnlaYYX6hj3BMQ1u2bL6uvqadOkB0dJVYIV/RpTV88+/5z+Rq/G89dZX4+JEtB28urF0zGnbtm19o5H00hoD3bloxbNlgDyJOBy0JmbLLa/z4yEaF8lUx0LdcDodM7w2Dfrncj59qWmqbpgcoTGPQnRbaRD+b3/7W6O703ApqG6//fb4S5CLQt6BZJOkjkHhnxFld9VVz/nGU4PLb7yR4BezBdr5V59kdVDVoEGD/KUdbMO/63Ed/FSqDQkzhcNFFz3pHzv22AearWOh7iydwRIa0I033thPQGhNtMJcjXxo2LfYYou8x5k0Bnbuuee61VZbLfW8Xbt29RMihg4dWtfurZF6fNttt21170nFCGMgSbp3NU6iuh07Nn48STgkqWNQ+GdE2Wkqr6b0qgHt0eO2Frc6aW3ef3+xu/nmKe6ww+5xJ574YJOpyZnCYf78Ja5z55H+8ZdempexTj60+C507WnSwcknn+zv1MpNd3phexJdmgCQz1Rd0S7Fv/zlL1PPueGGG/oz6tNpZ+i+ffv6PbVUR2NFOn65pWMGEBk4sL5h79EjLmlKM7VUNz5ULkk4JKljUPhnRKugRYXbbnuDb0TPO+/xuLjVmTNnkfvXv15yBx10d6rxD3dRX3zROACbC4ehQ5/xj/fpM67ZOvl46623XJcuXVINqxYeqgFXV1epaUv2sKuuLnUdjh07Nq6WE3V5bb/99qnn1F2GpjUvU997MzRutsMOO6S+RuMul156adavQZpZs1zdJ5L6xr3ud6lZo0bV19E6EK0dSZckHJLUMSj8M6LVmDDhrVRD+r//laZ7KRfvvLPAXXfdi27//e9oFBq6tDhS25RollWsuXDQzLMuXepDM1Md3cncdttrdQ1lbivfY9ddd12jLpz27dv7IMl36nNL1J2mkwS1Zid8b90BaGNEy95Wge4mNHkibLipfx5xxBE53U3cddddqZX84T3RNG4kcMkl9Y27Vpsfdlj96nOtQtcd7vPPu7pbu4aV6HXh3ESScEhSx6Dwz4hWRWMDalSnTGkdAaJB7uHDn0+tnk+//vrXO92IES9mDI10mcIhuOaaF5oNkBdfnJt6/KSTJiba+qU5H374oW+4NdMsNJo6lvmYY46p+5tPtpgzKU2z1nqdcIZ5aOQ1qJ/rluzptK3M5Zdf3igMtQ7IOviuAD3//PNTe5zp+vOf/5zToVVVSUco1H3ocDvtpO0Y4tJ6557r3HLLNTT08aWy886Lv6peknBIUseg8M8IRBReV1zxrNtjj1uahMbBB9/tzzLPpTHPFA6BdufVLr2Z6mgsKCw81KXuMa3c//xz+xiR9vHq379/k2nMOou+V69e/lRIdfMkHZdQ18+UKVPcTTfd5Hr37p2aOhsuBZZmueXbKI8fP96PbYTn1ZiHxj4KQetQ9DOGiQcaM9J7pMWNNUfTqH/3u4YGXEHRnFdfrd95d/3163firft/7f+97m7QlzUnSTgkqWNQ+GdEzdM+hJMnz/N7VO2225hGgaEpxhocv+WWKX6wvBx0J5Lebaa1M/ff/0ZcLSdaEzFmzBi/EWP6yvv0S906+oSfaS2NHleDnmm6rC51W2nPMm36mA+dv7LbbrulnlezrDTbqhjdbzpGeauttkp9L+10fM0115RlzKjkNAuuZ8+Ghvv736/fgqQVTLwoJAKkxoRGs1BnaQQaX3juuffc+ec/4Xbd9cZGoaFV4n373ufuvHOq++ijJfGXlsU333zr7rprWl2D33C3oruhV1/Nv6tPn7S1PkKzkjbaaKNmQyHbpTDROpybb77Zd5fla+HChW7AgAFuxRVX9M+vn0lTf7XOo9i0m0F695u2QtG076qksYszzqi/e1Bw6NIeVjkcV1BJCJAak96w53uWxrJl37innnrXnX32Y27HHRsaYl3qHtKajHHjXs9pW5VSW7z4S3fppf91nTpd539uLUY866xH/bTgQgndUuoi0ifw5tbSqDyX7q4kNPCuQX99+g8NuHYO0MryUtICzNNPP90fHRx+Dm2f884778RVK9dNNzm3zjoNwbHZZs4VaYPS1oIAqTHpjbzlLI0vv/y67m/inboPWY+kpgmHS+swTjhhgu8Oau7uprXSPloKvPT3ZuTIyf71Viot/tR5K6HB1v5ko0aNKutZJwoMBUf4mRQoCpbWvMK/RZo11blzQ3CstZar+0Sg2/K4ZtUhQGpMaCBzPUtDDak+mf/xj/WL9dIbWu1BpRMRK23BYia6o9pnn4YZYhr4f/jhyup+0Cr0nj17phrplVZayZ122ml5TfUtNHVhqSsr/Izq4lJXV0WZN09HWTbMntJ6jn791IcZ16xaBEiNCQ1jrmdpvP32gtTjOv3wzDMfrfuEO7OiP6E356uvvnFjxvwvdea8riOOuNe9+Wb+28IU05IlS+r+v5zZaGqxttPP5bjgUtJgurr00rvXNOiuwfdWTV2MF1zgXJs2DXcdf/qTc3nOjKtEBEiNSQ+HXM/SeOSRd9x//zvbN7C1QN17WsUfNqfUPzVJoDWO6Wjar1ajh4ZYB0kV64CwQtOkA03zDefSaIBf04Bb5dn0d9/tXLt2DcGhre3vvz+uVTMIkBqTHg7FOEujGulu7fDD7029L126DHcjRz5QF6Tlv/vSosVwcJSutdZayw/IV+JUWa1t0cLD8Fq0IFELE4sxxThXs6dMcc/vuGNDcPzgB84NGVK/xXoNI0BqTBwOxThLo1o99NAMt/vuN9d96Ozv1lyzs9too03chCQnyRXBvHnz/BqSsOZEn9779etXFYv1tAWK1syEINEWKdoqpRw+/vhjP1uu/QoruMF1P8us5Zev326kAFOrqwEBUmPicCjWWRrVSmM+l19+m1t77Ybz5Lt16+beeCO/hYhJaYrvBRdc0Gi7kF133dVNmzYtrlrRNPVZmzKmr/DXpo2a5lwK2ubliiuu8NvThO9/SpcubsFLL8VVaxoBUmMyhUOxztKoZnPmzPGHTYVFglqgd8IJJ/gFe8Vy9913u3bt2qUaNB0tq80Vq5k2dNSCzLDRozaP1Dby2gCyWHT0shaAhvdZB2fpgDU0RYDUmEzhUOyzNKrZf/+rRYidUo2NzubQGepawFcoOqZ2xx13TH0PnUtyySWX1NSW6TqwSgdXhfdAG0DqYCvdKRTKm2++6fbYY4/U91h11VXdOeecw9G9WRAgNaa5cCj2WRrVTAvztEBPC/VC46MFfI8/nt85LOp/P/rooxsd2tSnT5+CbG1SqbRFTDjzXddvfvObvMehtL/YSSedlNrmRZc2wpw9e3ZcFRECpMY0Fw4tnaWBlmmhno6/1cK90BDtt99+OR8vq0/Vw4YNa9T/roOsJk+eHFetSbojGDx4sL9DCO+PZRxKd4kjR450P/nJT1LP06FDB/f0000X1yIzAqTGZAuHbGdpIDkt3Ntnn31SjZIW9mmBnxb6tWTixImN+t/btm1L/3szmhuHSrJj8RNPPFH3O/6H1Pv805/+1N1www1l3ealEhEgNSZbOGQ7SwO5e+SRR9ymm26aaqR0toe2fM8kU//72WefTf97AhqH6tixY+q9U1fflVdemXEc6t13321UV3eLOqzr00+Tn0eDBgQIUERa0Dd8+HC/wC80WjrbI5xamKn//YADDqD/PUe6c9DhXeE91LX55punxqE+//xzv+vxKquskirXLLYZM2ZEz4RcECBACXzyySfuuOOOS23XoQWAujtZc801Uw2a+t+feuqp+EuRgzDdNz2QtVI//TySsLZEdx7IDwEClJAW/GnhX/onZR1/S/97YYQAeeCBBxqNQ+lSWF911VX+IC0CpDAIEKAMNB03fBqm/71wQoDoAC8ZN26cX5uz/fbb+7tA0UaNBEhhECBAGeiOQ42YFiGicOIAyYQAKRwCBCgDAqQ4CJDSIkCAMiBAioMAKS0CBCgDAqQ4CJDSIkCAMiBAioMAKS0CBCgDAqQ4CJDSIkCAMiBAioMAKS0CBCgDAqQ4CJDSIkCAMiBAioMAKS0CBCgDAqQ4CJDSIkCAMiBAioMAKS0CBCgDAqQ4CJDSIkCAMiBAioMAKS0CBCgDAqQ4CJDSIkCAMiBAioMAKS0CBCgDAqQ4CJDSIkCAMiBAioMAKS0CBCgDAqQ4CJDSIkCAMiBAimOPugDpVve+zswSIJfVBYjq/IsAyRsBApQBAVIcj9QFyMN17+tnWQJkal2AqM5bBEjeCBCgDAiQIqkLkLo31rksAeLqAsTXIUDyRoAAZUCAFAkBUlIECFAGBEiRECAlRYAAZUCAFAkBUlIECFAGBEiRECAlRYAAZUCAFAkBUlIECFAGBEiRECAlRYAAZUCAFAkBUlIECFAGBEiRECAlRYAAZUCAFAkBUlIECFAGBEiRECAlRYAAZUCAFAkBUlIECFAGBEiRECAlRYAAZUCAFAkBUlIECFAGBEiRECAlRYAAZUCAFAkBUlIECFAGo0eP9gGy9dZbx0XIx4or1ofDtGlxSYNDDqmvc9ppcQlyRIAAZTB//nx3wAEHuLFjx8ZFyMeQIc4dc4xzX38dlzR45hnnevbMHjJIhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQKU2IwZM1z//v3dZptt5n74wx+6lVZaybVt29Z17tzZnXnmme7VV19tVF/TfXVlk6ROTZk61bm+fZ1r3965VVd1bpVVnNtgA+eOPLK+DAXBbxxQQkOGDHErrLBCqsFv7kqX6bFYkjo148ILGxYUZrpUdtFF8VfBgN84oEQuu+wy38h/97vfdQcddJCbNGmSW7Bggfviiy/czJkz3dNPP+3OOecct/HGGzf6uiThkKROTbj88vqQqHuP3aGHOvfss84tXuzckiXOPfecc3361JepztCh8VcjR/zGASUwa9Ys973vfc838jfddFNcnFWScEhSp+q9+27DSvTrr49LG6hMdVR39uy4FDmo8d84oDROOeUU38Br9XmukoRDkjpV79RT64Nh333jkqa6d6+vy3Ymeanx3zigNDp06OAb+IcffjgualGScEhSp+rVvcc+FCZMiEuaGj++vi6bWealxn/jgNL40Y9+5Bv4jz/+OC5qUQiHJFdNW2ON+lBI8h7Pn19fd8014xLkoMZ/44DSCDOvvvrqq7ioRXFIZLtqWt177EMhyXu8bFl9XX0NzGr8Nw4ojULcgWSTpE7V4w6k5Gr8Nw4oDcZASiCMgTz4YFzSlMZJVLdjx7gEOajx3zigNMIsrF69esVFLUoSDnEdnTPSvXt3t84667jVVlvN/fa3v3XDhg1zX2c7J6PSDRxYHwo9esQlTWmmlupq5hbMsv9WAiiIsA5EiwhvueWWuDirOBwyiet07drVjRo1yk2fPt19/vnnbsqUKW6nnXZyxx13XNpXVZm697juTa4PhtGj49IGde+Lr6N1IFo7ArPsv5UACuaSSy7xjbxCpHfv3u7xxx93ixYtcl9++aUPGK1EHzx4sNtkk00afV0cDpkkqTN79my3+uqrxw9Xl7r32IeDVpsfdlj96nOtQq8LUff8884dfnjDSvRLL42/GjnK/hsHoKAuvPBCt/zyy6ca/OaudJkeiyWpM2/ePD+YX/XOPde55ZarD4lMl8rOOy/+Khhk/40DUHBvvvmm69evn9t00039HYF241133XXd1ltv7c466yz32muvNaqfJByy1dG4h7qyunXr5gYMGBAXVyftaKydd9dfv34n3pVXrv/3I46oL0NBZP6NA1AV0u9qFFjqMgMKhQABqtyyZcv8IPrOO+/sDjzwwLgYMCNAgBoxd+5c16ZNm/hhwIwAAWrEO++849Zk5TUKiAABqpDWfEycONHNnz/fLV682E8R1pG5WtAIFAoBAlQhbZmyyy67+DPXNXW3Y8eObsSIEe7bb7+NqwJmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATP4faUc4bpAYmRwAAAAASUVORK5CYII=)
| Product Number | 4H21-1-0J |
| Synonyms | 3-Carboxy-4,7-dimethylpyrazolo[5,1-c][1,2,4]triazine |
| CAS | 175137-58-3 |
| MDL Number | MFCD00067873 |
| Molecular Formula | C8H8N4O2 |
| Molecular Weight | 192.178 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 166-168 ℃
TSCA: Not listed on TSCA inventory