![6-Chloro-1H-pyrazolo[3,4-d]pyrimidine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB8eAAAfHgGBFEL6AAACE3pUWHRtb2xTb3VyY2UAAHichZXbauMwEIZfReh6q5PPIU4JLQsL7V5su7B3i2MricGWiuwc/PY7ijfUjlUHfDFI8/0zI/3Iy8dzXaGjNE2pVYo5YRhJleuiVLsU/37//hDjx9UyhyRIVE2K9237saD0dDqRfC/r7KwVyXWN+/3FuSlHOSePaLOjgjFO/7y+vF2Yh1I1baZyCVRTLprL4ovOs/bSxRclaJ2ZY6lon05rc+zV/gpmP0bOTYE/Z3mCvTWgaFtWEm21qbMWHQUj8LFvaCeVNFkrC7TpYNkjPsy+Wr4+6/xQS9VCaBXKPKveWnPIYaHWlcwPIAbBj+cU1xyArNX12pis60NUFinOOJxiJa3Me/choZcKJhUpjkiQcA+jDmKfeLGIQYFabkiLW7qHQyKCKOxhj4TcDXs38M8pLAiL3LDvruyTRHhJD3PiMTccuGEPZmbiXuXQDQvCRRBeKwdJmLjgyD0zJ0Iw/1o59t2V4ym87wqjwSBP+qBa0Jn2AmaJ48gll9w/ha8vjzP3JMMLuPUNHThwo1UxCC+iG2jfpvyS20bYGsgaTJtCGjsaCNjUISDGgEDWVP+BtQvwxoCHrJHmAH8M+MiaZw4IxkCArGHmgHAMhMiaZA6IxkCErDHmgHgMxMhe/RyQTGa4A1g3DIkEXQwyi/DJ3bkROrAKvT5sEE4ePTp4ESn8B1b/AO094z+aJYmYAAA7pElEQVR4Xu3dCdyVc/7/cfs2jC0GjcFYfxiGsUSlFLJTkWH+lpAoBmNpLDGyDTFZS1pIoYQyJJWlECpLqSRLSUqL3CkVku//fl/mXF3X95z7vs/53Oec+yyv5zyux+g+13Xuc5/lep/ru3y+azgAAAzW8H8AAEA6CBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAFCk1ui5RrjVhbr5rUAZ+Mtfesa2oUOn+bukFD0GpWv03NGu07hOrsGQBm77x7d3G/TewG3UZyNXf0B91+z5Zu6acde49xa+5x8WQ4AAJcoPkGOPfdz9+OPP/m5JCJDS9vrXr7uDhxwcO/lXt/3lmb+4kbNH+ncTIECAEuUHiLb+/Sf5uyUhQErX/VPud2s/vHZSSKSzpVLT7blWN78VKAN+eGhr1qyf+/77H/1dYwiQ0tR9avfYCX/93uu7dmPauaEzh7ovl37plq9cHmxzl811r815zf37g3+7A549oNqAIECAEhUNghNOeCL87x49Jvi7xhAgpeeDbz4IAiNxsle/x+zvZ/u7pfT+wvfdkcOO9H8cIECAEhUNgmHDPgn/u3Hjvm7RouX+7iECpPQc8+Ix4YleVxU//PyDv4sJAQKUqGgQrFr1i2vTZnD47zvvHOvvHiJASsvUb6eGJ3n1f3yy+BN/FzMCBChRfhCMHj0z/HeDBr3cnDlLvCN+5R+H4qa+jMRJ/pRRp/g31woBApSoVEFwzjlDwp/dcMNrq3eOSHUcitdxw48LT/KPffKYf3OtECBAiUoVBBMmzAl/duCBD7vPP/82csSvUh2H4rXzkzuHJ/mPKz72b64VAgQoUVUFQYcOw8KfX375S7HbpKrjUJw2f3Tz8CRf8WOFf3OtECBAiaoqCD76aKE74IDVt3344fzY7VUdh+K0Tq91wpP8ylUr/ZtrhQABSlR1QXD11aPC29q1+2/stuqOQ/HhCgRAxqoLgpkzK4I+kMTtY8d+Gd5W3XEoPvSBAMhYTUFw002jw9vPOOMZ98svv/68puNQXBiFVeSsH8h0jovuo42S3Uio6TWeN2+pO+SQ3uE+I0Z8Fvy8puNQXJgHUuSsH8h0jovuo42S3UhI5zW+++63wn1athzofv55VVrHoXj4M9E//e5TfxczAiQPrB/IdI6L7pPYKNkNSec1rqhYEdTGSuz3zDMfpXUciku0FtaBzx5ILaxiYv1ApnNcdJ/ERsluSLqvcc+e74b7HX10/7SPQ/FQRd1oNd5Dhh6SUTXeo4Yd5f84QIDkgfUDmc5x0X0o2Y2odF/jZct+cs2b94vtn85xKC6p1gO54PUL3HNfPBeEyYqfVwSb1gPRcrd3TLwjuFqpLiAIkDywfiDTOS66DyW7y8fkyfOD+RvqBB80aIp/cyCT13jAgEmx/Ws67vHHPwwKMl544fPBxEQUh/sm38eKhMUmnQ9kKukcF92Hkt2lb8GCZUERxOhMcg2cSCWT11gDL445ZkDsmOqOO/LIx8J9NJ9EQ4Kr+8KC3Fvy0xL3zYpv/B8nGTN3TEZromv9kFFfjfLvJkCA5EE6H8hU0jnO34eS3aVJJ/g+fd6PdXgntltvfd3fPZDpazxkyLSk+67KjTe+lrTvYYc94vr1m+h++mmVvztyaOlPS911468LmqTW7bVusERtOrRs7VXvXOUOGnKQqz+gvtug9wZuwz4bBv/d/IXmwX2q/6M6BEgepPOBTCWd41LtQ8nu0vLKKzPciSc+GXvNtLVo0d89//z0cAJgPulqV3OOolciie3kk590Y8Z84R+CLPul8n/9pvdz2/XfLnYiP+u1s/xdSxYBUo10jku1DyW7S8Onny5y7ds/H3uttKnf44EHxgWd33VNo/3uvfed4GrXf5wXXfRCyvceau+d+e+kbIbauO/GQQd4uSi7ALFuValqH0p2F6/Fi1e42257I1arKrFdeeUI99VX3/mH1LlZsxYH7zP/8R50UC93xx1vuu++y868g3I3Z9mc4ApjzZ5rxoJD/z7z1TPdV99/5R9S0giQNLeqVLUPJbuLj2aBP/HEZHf44Y8mvf4aHDF+/Bz/kILz9tuz3SmnDEp6/Jqb9NRTU4O/EZnTxL9b3r8luMLwrzrUh/H2/Lf9Q8oCAZLmVpXq9qFkd/F4663ZrnXr1CfewYOnBn0OxUIh8eSTVQfhuHHl9S25tp6e8bTb6YmdkoJDfR/qA1FfSLkquwDJRDrHVbcPJbsLn5p+Lr10eOz10Hbwwb1c165ji7rpR01xt9/+RtCM5f99V1wxws2eXXhNcYVk0qJJrunzTZOCQ6Otrh1/bTD6qtwRINVI57ia9qFkd2FauvRHd889b6fsfFb/1YwZ2V34py599tmiYMKh/3dqMMD99xfGYIBCsnDFQtf+9fYpJ/y1GtnKzVgywz+kbBEg1UjnuJr2oWR3YVFTlOZbpBr+qmq4pTz89dVXZ6YcjnzUUf3df/9bN8ORC8lPq35y3T7sFltBMLH9afCf3KtzXvUPKXsESDXSOS6dfSjZXRjef//r4Cow+txra9KkfCbg6W/s2/eDlBMizzzzWTdp0jz/kLIw/Mvhbo9BeyQFR71+9VyPqT3cz7/UvERDOSJAqpHOcensYynZ/c03y4JZ7QsXLvNvQobmzl3qrrnm5dhzrk39U126jCnLEiB6X2k2e3SkYGK7/vpX3Pz53/uHlKTpi6e7Y4cfmxQcmlF+6dhL3bc/MI+mOgRINdI5Lp19JJOS3StWrAz30Qf8vPOeC4rnff01nXaZWLHiJ/fQQxPcoYf2iT3f2vScTptGEcIpU+a7tm2HJj0/jRr1cb16vZfW4mjFaPGPi90Vb1/h1uu1XlJ4qHT6tIr0VhYtdwRINdI5Lp19JJOS3aqf5e+T2M46a0jQBMEImuo9/fTLrmHDTm6ffe6MPX/HHfd42A+F1VRJOlUxxxYtergXXqh+aYJisuqXVa7XtF5uq35bJQXHrgN3dc/Pet4/BNUgQKqRznHp7JOQSclufXPWt0B/3+j2178Odg8//B7lKiImTNDz1sT99rd7ufr1T3a7735l8Fw1bNgnuAr84YeV/iH4n+XLVwbr2Kwe9PFQ8Pxtt91JleFylnv//Q/8Q4qKquDu98x+ScGx6SObuq6Tugad6MgMAVKNdI5LZ5+ETEt2a3/1g6ggozp6/eOiW6tWg1z37hPKtlnm66+/dm3btnVrrbWWW2ONNdz662/tttzyULfjjme7q68eEoyGQ3p0Bdyp0yi39943ux12OCt4Htdfv55be+213fnnn+8WLFjgH1LQvpj7hWtzfxu3xi3x4Fjr4bXc+WPOd/OXx6tEIH0ESDXSOS6dfaIyKdkdpdEzmi2tTt+qmsISm1ZGVIG9chhR8+OPP7p///vflVccvw2CI7o1btzSjR8/1T+kICxcuNDNnKlBEoUb+OPGfVr5XuvoNt54l9jzuummm7q77rqr8j1Z2N/Yly1b5jp37uw23H1Dt8ZRlY/9ksrtgV/Do/FzjWsslY6alUWAlBrNZVDFX80yVklxP0Cim654NKP6vffmFlU5jnQMHTrU7bzzzknB8bvf/c716dOn8u/N/7DclStXuqlTpwaPrWvXrq5du3auYcOGlVdCO7rf//73SY81utWvXz/YT/vruDvvvLPyC8cQN2XKlCAo64Kew969H3VbbbVV0uPdbbfd3AsvvOAfUhAGDBiw+vneoHLbt3Jrs4bb4e4d3MDPBvq7w4gAKXKa/KX5DZprog5iP0CimybPafEj1UIq5qJ6OqE2b9486YS23nrruauvvtp9913+Bhj8/PPPlc/nuOAqqEWLFu43v/lN0uPKxrbRRhu5I444wt1yyy3uzTffzPu3/8WLF7t//OMfbt111016bPq7p00rjFFL48ePd4ceemjSY9zojxu5m/rd5Jb/VH5DtnOJACkxGpap8hQnnZQ84zi6qdCeyqy8+easohmquWjRItexY0e3zjrrJJ0gTjzxRPfpp5/6h+SErgZ0hXHqqaembDrLx6agOv74490TTzzhli/P30lx+vTp7thjj016PAqWyy67zFVU1E0JGPWBnXPOOWEfWHQ744wz3Jdfrq5Dh+whQErY9OnfBKO5Tj31qaQAiW6a5Ni586tuxIiJbsWKwiseqGah+++/322xxRZJJ4c999zTjRqVer3obHvrrbfcRRdd5Lbccsukx+FvOsHvt99+rk2bNu766693jz76qHvmmWfca6+9FmyfffZZ0Aei/0/8TLdrvxtuuMGddtppbv/993ebbLJJ0n37m37XWWedVfn6jQiuiPLhxRdfdLvvvnvSY6lXr17le+6hvD0Ohfntt9+e8nk64IADgqs15A4BUia++KLC9e79XspSHtr22aer23HHc9x22zWqPHn9Lfhmu3Rp3Y9cUjjstddeSScHhYlCReGSS+oDeOqpp9yf//znpMcQ3XbaaSd37rnnuv79+wfBkE369qzX44ILLgj6Hfzf7T+OBx54oPKLwAr/brJOzWj/+c9/3GabbZb0OPbZZ58gFHNJ/UOp+sC22WYb17dvX/dLuRf3ygMCpAxpmKZqP0VnIO+5Z2dXv36rym9yq09QG2ywgTvhhBOCb8X5bprQN/OTTjop6eSg5is1Y6k5K5d0cnzkkUdSfstObI0bN3Y9e/asDOf8FmCcM2dO5evXzx111FHB0Fr/cWnbeuut3W233ZaX100jyRRuqR5L69at3YwZ2a1eO3ny5Cr7wDp16uSWLFniH4IcIUDKnGoeafGhM864z2277ZGVobFN0gdTm9q4dcLq3bt3TucB6MOvk4BOBv5j0ElDHei59uyzzwajofzfr01XAF26dMn6VYaV2v67desWNNf4j1Wb+mjuuOOOvHS6T5w40TVt2jTpMay//vruuuuuq/UVrb40dOjQIWUfmL5s6EsH8osAQWjBgkWV36h7ByfqVB/SxKZvmocffnjQVKJvw9mg5gY1O6j5wf99aqZQc0Wu6QR09NFHJ/1+bRrZU6hDVhM0Aqlly5YpO5IVfC+99JJ/SE4MHjw4ZQBvt912wZVTpk1Laqa87777UvaBqXkzX31gSEaA/I/WgVBn8x13vFly8yUsvvnmm+CErhE3+gbpf3AT25prrukaNWrk7r77bnNTjjo6U32DVseoOkhzPQfihx9+cDfeeGPKv1NXXaNHj/YPKWgaUqsRSamu4k4++WTz65QJPac333yz23jjjZMew8EHH+zeeecd/5CURo4cGQyU8O9DYaIvMLnuA0P1CJBKqiUVrdg6ceLX/i5lTfMq1Dmsb7cbbrhh0oc5uh144IHu1ltvTWtIrTqHNcTSvw99g9YJUM0zuabHqdFO/mPQSSvXncC59vnnnwd9WP7fppnkAwfmZzLdV1995c4888zgi0b0MejfGjlW1RWsXhcNzfYfu66ML7744pz3gSE9ZR8gmgPRps3gMDwUJHW9FoK+/auNXf9faFQeQqOSTj/99JTfLqPbn/70J/evf/0rqd9C8xZuuummYHKcf4yaitQUkw86ifrzOPQ3aQZ4PvoM8mXYsGFul13i5Ui0nXfeee777/PzXn/77bfdQQcdlPQY9HxrcqSuWERfVjQZNNXVkyZS+u8l1K2yD5B///uN2HDWp57Kfe2k+fPnB2366tw8++yzgw/WDjvskPSBiW66XfvpW5tmPaujd+7cuf5d55WGij733HPB35BqKGd0Uxu8OlIVKH/4wx+SblfZCZWfyAedrNq3b5/0GI477jg3e/Zsf/eSoGZAdf77M8n32GMPN2nSJH/3nFDfh/pA1BfiP/cafqzyLSpD49+m8NPETRSesg6Q116bGQuPK64Y4e+SFfrw6lugZuruvffeSR+Q2mz/93//FwxrVaDkc0ayT9/Y1Umrb7Wp6iZVtalJTBPndGWTDyrJ0aRJk9hj0ElVdavKgfoedLKO/v26CshXB7toNNa1116bss8puunqUF+Wct0HBruyDRA1U6mcRyI8VHTwu++yOwv73XffDdpr05m5nI1Nnc4qaV7Xbfeahfzqq68GQy5TfdtMbJqlnY8O3QT1qey7776xx6Aru3Q7dEuFmon++te/xp4H9S1o0EQ+aX5Iq1atkt4X6gPT+zgffWConbIMEI2yatfuv2F4aG1sVavNBl2maxhjTTOX9c1bnbf6IGu0yqBBg8KSFp988knQB6KOxMTPdLs6p9X38Je//KXGon36lvnggw+Gbct16Y033khqMspXc1WCnss//vGPscegocj5mGhXqLp37540XFt9U/mmuUXRx/DKK6/4u6BAlWWAaK3naNOV6kXVlkpe6CRfXROVhi/q0l0fkNqWmtBl/ZgxY4Lhp5oRnWoWsLZtt902KDeRryaiqujbZPRxKSTzReHht62rEGIhhGtd09wW/8uImlrzSTPLo7//229ZYbNYlF2AaIjuQQf1CsPj3HOfq/W8D3VCNmjQIOnkrU1NJGrjz3Y5B5+GQ2r0UFUBtv322wfF+upKXQWIfq/f5q+mtbpYK6RQadSbSp9EnyMNdsgXAqR4lVWALFnyozv++NVrZqgP5Ouv7eUV9K1eZTf8kS3aNGKqrmYuq00/1Rh6bcccc0wwPyDf6iJA1GHuNyVqJBiSaRa+PxLw3nvv9XfLCQKkeJVVgFx99ahY09XLL9tPpBqPriGQ/glawTF8+HB/9zqhKyM11fiPUfMvtGJfPuU7QNRE6Ndl0pUHqqbXJNrUp85sDbvNNQKkeJVNgDz7bHwtcq3MZ/X4448ntRtrHoTWQci0zk8+qK8kVTkIzSnJ10SyfAeI32mvIKXZqmYffPBBbE6PJvRpHZRcIkCKV1kEyIwZFa5hw9WlSlTzasWKzGvoKBzUweifiE855ZSCH3KoeRqauKgS7dHHrnkk+WjSymeAaIZ59Hc1a9aMDvMMqDZZtEqAJnnmsgIzAVK8Sj5AVKrkr39dXarkkEN6V568Mq+jo7kNqukTfaPr25mGyhYTfcPcddddY3+HKuDq57mUrwDRiKtoeRK163NCypxGFEZfryOPPDJnV3AESPEq+QBRdd1o09WgQZnX0tG3V1Uxjb7JNapp3Lhx/q5FQWtu+BPJdNLN5QTEfASIXqdoYUQNblANJtj8/e9/j71mnTt39nfJCgKkeJV0gKhE+wEHrA6Pyy/PvFyDrjz8iqbqT6iqimgx0Qkh+nepeStXIZKPANFw6ejvKJfyJLmiuUbR4emaa5SLQpcESPEq2QBRqZJmzfqF4aFSJYsXZz5576KLLoq9ubVuhZbwLBVaUyG6AJFKfeeiOSvXAaJhqNH+HRVGLMQBDcVGJffr1asXPq/77bdf8KUqmwiQ4lWSAaKJgRdc8HwYHipV8u67mV8xqNM5+sbWWheqI1RqNKosGiLqE8l2x3quA0TzWxL3reKApVpVty489thjsddOi4dlEwFSvEoyQPr0eT/W79G9e+alSjSXI3pSVR0llWEvVboSiX6INTorm0N8cxkgqkQcvW/NyEd2aSRb4vlVQM+aNcvfxYwAKV4lFyCTJs2LlSpp23Zo5SV3ZqNH5s2bF5tQpWq6H3/8sb9byfH7RDRPJFtyFSAanhxdf1v9U6W0GFSh0OsVbSLUvJpsIUCKV0kFyNKlP7oTTngiDI+mTR9xc+Ys8XerltrNo80hugrRuszlwh+dla0S37kKkEceeSR2v7kaBAAXVOqNfi504s8GAqR4lVSA/POf8VIlI0dm3o7fo0eP2Jv5qquu8ncpaRriq9UDE3+/JpRloz8kFwGieQm77757eJ9HHXWUvwuySLXfolfmWs8lGwiQ4lUyATJ0aLxUyc03j/F3qdGiRYtiiz9p3Y1yXA1No7CizRW6IqutXASI1maP3ufo0aP9XZBlGhqdeL51FTJ1au2XgCZAildJBMjMmRWuUaPVpUpatx5kKlWiYnuJN7EW2snWJXox0lKi0Q91bUvB5yJAopV2GzZs6N+MHNDAimjpdy1wVlsESPEq+gBRqZLTT386DA+VKpk+/Rt/txp9+OGHsUWZLrnkEn+XsqKO6L322it8PjTzvjaLUmU7QFTgL3p/dVU6vxxFh7fri1Zt68ARIMWr6AOka9exsaarJ5+0XTWcdtpp4RtYE6d4E7ugSWjNNdcMnxetbGiV7QCJTvBUnw3yR/1kGsqbeP7vuusuf5eMECDFq6gD5PXXZ8VKlVx2mW0dDnUSR68+unXr5u9StqLriWy33XbmqrbZDBD1S0X7qrp06eLvghw7++yzw+dfq2DWBgFSvIo2QL7//kd3xBGrS5UcfXR/V1GReakSifZ9bLHFFlmdQFfsJk6cGLsK6d69u79LWrIZIEOHDg3vR48t18sFI5mGS0dfzwkTMp+sm0CAFK+iDZDJk+eH4aFSJePHZ16qRCoqKtyGG24YvnlzVXG0mEWXx9X64pYaU9kMEK2/krifRo0a+TcjD/QeiK41f/HFF/u7pI0AKV5FGyCaXa4lajX6auBAW7+HaGnXxBt3/fXXz+nCOcVKJdGjH3DLZL1sBYgK+angY+J+tAok6saNN94Yvg6qBmBFgBSvog2QbGnevHn4xtWaH0hN7dyJ56lt27b+zTXKVoBoDZbo/XzxxRf+LsgTlXaPvhaqiGxBgBSvsg6QuXPnxjrPNTENqalAYeJ50uJTmQ7pzVaAROenqAkFdUeVADbffPPw9ejZs6e/S1oIkOKV9wCJDrnVphnk6Ygeky1q/ki8aTfZZBO3fPlyfxf8jxbQioatKuBmIlsB0qJFi/A+zj33XP9m5FmrVq3C18NaYJEAKV51HiDHHvt4MBmwJrkIkGjhwNatW/s3w9O4cePw+erYsaN/c7WyESCa3Bidf9C/f39/F+TZgw8+GL4emj9lGWBBgBSvOg8Qbf37T/J3S5KLANG8hsSb9r777vNvhifaaar1QjKRjQCZNm1a7D7o/6h7qoVV29dkypSP3HrrbR5u335b4e+CAlUQAaKlZzWvozrZDpDp06fH3viTJtUcYuVuzJgx4fOl+RfqQ0pXNgIkOv9DVyKWb7vIrpUrV1ae9NcLX5eXXnrJ36VGH300o/LqpXG4VVRktgQD6k6dBkh07Y4ePaqfiJTtAFHzR+JNr8mDnIxqphngKu+eeN4yKbCYjQCJduRrbW4UBi3ilXhd7rnnHv/mGk2fPsftvHOHcFu8OLMBGqg7dRogw4Z9Ev5348Z93aJFVXdiZztAbrjhhvBNf9hhh/k3owoHHHBA+Lzddttt/s1VykaAnHfeeeHxql2GwtCyZcvwdbnwwgv9m2v02WeL3P77dw+3776zlctB/tVpgKxa9Ytr02Zw+O877xzr7x7KdoBEO9B1YkJ6/va3v4XPWyZL3mYjQKKd+PoCgMJwzTXXhK9L06ZN/ZtrpACJfr4JkOJRpwEio0fPDP/doEGvKpeg9Y+rLS0WlXjTa24B0nPzzTeHz1uDBg38m6uUjQCJls7QUrYoDNFqDrvssot/c40IkOJV5wEi55wzJPzZDTe8tnrniFTH1YaGHCbe9IMHD/ZvRhUGDhwYPm9a3jRd2QiQrbbaKjw+03koyJ2nn37a9J5IIECKV0EEyIQJc8KfqTDi558njwNPdVxtqO5V4k3/8ssv+zejCiNHjgyfNxWhTFc2AiS6zO6oUaP8m1FHRowYEb4uGmSRKQKkeBVEgEiHDsPCn19+efJQwKqOs9CEtOjJ7J133vF3QRX8wooaxpmO2gYIr1nhsr4nEgiQ4lUwAfLRRwtji0N9+OH82O1VHWexaNGi2Btek6GQnilTpsSeu3RnDdc2QPR7osfrcaAwWN8TCQRI8SqYABGVZ0/c1q7df2O3VXdcpr766qvYG54FidKn5yr63Om5TEdtA4TXrHBZ3xMJBEjxKqgAmTmzIugDSdw+duyX4W3VHZcprkDsrN82axsgXIEULut7IoEAKV4FFSBy002jw9vPOOMZl5ggXtNxmaA93c7a3l3bAOE1K1zW90QCAVK8Ci5A5s1b6g45pHe4z4gRvy5SU9NxmWIUlg2jsOBjFFb5KrgAkbvvfivcp2XLgcHytekclwnmgdgwDwQ+5oGUr4IMkIqKFUFtrMR+zzzzUVrHZYKZ6DbMRIePmejlqyADRHr2fDfc7+ij+6d9XLqohWVDLSz4qIVVvgo2QJYt+8k1b94vtn86x6WLarw2VOOFLxvVeAmQ4lSwASIDBkxKCo90jksH64FkjvVAkEpt1wMhQIpXQQeI1ko/5pgBOQkQViTMHCsSwpeNFQkJkOJV0AEiQ4ZMy0mACGuiZ4Y10eHLxproBEjxynuAFJJoR3rr1q39m+GJdmJ37NjRv7la2QgQTSbUlUfiPtQMibr14IMPhq+HhsZbrgoJkOJV1gHy0EMPhW/+TTbZxC1fXvWSuuVuzpw5bu211w6fr0znYWQjQKRFixbhfZx77rn+zcizVq1aha/Hqaee6t+cFgKkeJV1gKgNP3pSfOqpp/xd8D/RDuzf/va3btmyZf4u1cpWgGjOTuI+NC8EdWfVqlVu8803D1+Pnj1tzcsESPEq6wCR5s2bhx+Ak08+2b8Z/7P33nuHz1Pbtm39m2uUrQAZN25c7H4sbe7IjvHjx8dei88++7XsUKYIkOJVtAHy00+r3AUXPO8OOqiXe+ihCf7NaYvOolV9rAULFvi7lD2/WN5rr73m71KjbAXIzz//7DbddNPwftQMiboRHVSx4447+jenjQApXkUbIJMmzQvfcFqIavTomf4uaamoqAiKAiY+CJ07d/Z3KXsnnnhi+Pyo2cjSUZqtAJFTTjklvJ9GjRr5NyMP9B6Ilpa5+OKL/V3SRoAUr6INkBUrVsbmiDRr1s/Nn/+9v1taOnToEH4QNKnw++9t91OKJk6cGMz5SDw/3bt393dJSzYDJDofRI+NxaXyT1eh0ddzwgR7KwABUryKNkDk3XfnxBagUpPWqlWZfzv+/PPPY53p3bp183cpWxpZk3heNG/mhx9sH+5sBohmxG+55ZbhfXXp0sXfBTl29tlnh8+/+sdq4/PPv40FyJIlP/q7oEAVdYBI9+4TYm++3r3f83dJi2orJT4QGs+e6apqpWj06NGxq4///Oc//i5py2aAyEUXXRTe12677ebfjBxasmRJbD7OXXfd5e+SEdW9a9r0keDze8IJT4SLyKHwFX2AaK2Qtm2HhgGiTnX1j2Tqww8/jF2FXHLJJf4uZUWT9vbaa6/w+dh+++0zHroble0Aeeutt2L398ILL/i7IEfuuOOO8HlfZ511gte2tnQV8sQTk92cOUv8m1DAij5AZO7cpeE3mMS3GMtlcLQvRB+MyZMn+7uUjeh8C22ZFE5MJdsBIn/+85/D+2vYsKF/M3JA/YNbb711+Lyffvrp/i4oIyURIDJq1OexpqxOnTJf8nTRokWxtnUtOqX29nLzwQcfxJaPPeaYY/xdMpaLANHEz+h9qskNudW1a9fw+V5rrbWCWlgoXyUTIHLzzWNiIaJCjJnq0aNH7KR01VVX+buUNLVvq08h8ferfLsGGdRWLgJEM6F333338D6POuoofxdkkZowtWRt4vlu06aNvwvKTEkFiIb2nnLKoDBAGjbs42bMqPB3q5bGt+sbd/Rb1siRI/3dSla0wKS2vn37+ruY5CJAREvbRu/XMskR6bnppptin4tybuLFr0oqQGT69G/cIYf0DkPk9NOfDtYVycS8efNi37TUrPXxxx/7u5UcTaKMnowzWbK2JrkKEHX2axZ04n61uJF+huzS6xVt1rQWTkRpKbkAkYEDJ8easu68c6y/S42GDx8efMtKfGD++Mc/uvnz5/u7lYwHHnggdoLXeh/ZnFCZqwARVQaO3rcKPyK7mjVrFj6/GsI7a9YsfxeUoZIMELn88pfCAFGpkzFjMi+6Fx2uqO3AAw903333nb9b0Xv88cdjYbnNNttkpd8jKpcBItFmR53gZs+e7e8Co8ceeyz22t19993+LmmJfqnTNnRoen2U0WNQWEo2QCoqVsRKnTRv3s8tWJD5PIbohDVtBxxwgFu4cKG/W9HSlUc0PFSoUKOwsi3XAaJKsNEmluOOO85UswtxX375ZTCxNvG8ai16FbS08APk2GMfT6t5mQApXCUbIDJhQrzUSfv2mZc60YflhBNOiJ381M6uBZaKnd/noRNwrjqhcx0gcsMNN8R+h4acwk5D2Bs0aBA+n5poqxLuVn6AaOvff5K/WxICpHCVdIDIgw+Oj70B+/R539+lRqr/pLVCoicnzczW2hTFSEN1/dFWWiQqV+Eh+QgQvU77779/+DvWXXfdoBQ9bP7+97/HXrPaVqr2w0ObiqB+/331c60IkMJV8gGSrVInuhI588wzYx+o9dZbL1gTupioeWrXXXeN/R3q88hFs1VUPgJEPv300yAME79nhx12oK6ZwaBBg2Kv15FHHhnMu6mNaBCoWkTiv3v0qL6SLwFSuEo+QET1dZo0iZc6Wbq0+m89qahN/bLLLot9sLRpfYps1APKJQ1t1aCAaD+BNo22ynaHeSr5ChAZOHBg7HdpBJG1inA5evPNN4MJpInn7/e//31WFlqLBsGwYZ+E/924cV+3aNFyf/cQAVK4yiJAZMSIz2JvxGuuednfJW0atfSb3/wmdpLabLPNgtXxCrHjdsyYMUG/TfTxatM8j2wO1a1OPgNE2rdvH/t9mrdQ22/Q5UBXonovJ543XWWrcGU2RD9/6ots02Zw+O/qhtoTIIWrbAJEbrppdOzN+Nxz9smBU6ZMcXvssUfSSfmggw4K5pAUgkmTJsXW80hs+nappXzzKd8BsmLFCte0adPY71SxTFRNr0l0Aq1G5/Xr18/fzcwPAq0imvh3gwa9qqzE6x+HwlFWAbJ8+UrXuvXqUieNGvVxX3yRWamTKNUG6tSpU9BZ65+kFSR1VWL8nXfeiS1DG900XyIfTVa+fAeILF68OFaxV9t1113n7wb36zBo9RdFn6t7773X361WUgXBOecMCX92ww2vrd45ItVxKAxlFSCSjVInPn3Tjw53jG76UGp4aa6XXdWwYs3A1upw/mPQplFjtS3JXht1ESCi3xtdu1ubrkRozlpNQ3OjJdq1/etf//J3q7VUQaCh9omfaci91gXxpToOhaHsAkS0cE30TXnnnaP9XTKmE5JGrlR1Atd28MEHu2uvvda98sorQRNLbWiMvvo2brzxRte4cePYYljRbdtttw1WEqzNYlDZUFcBIhqZFW2a0aamPTrWXXCV7PfnaaBILlQVBB06DAt/rgoSvqqOQ90rywBRP/ellw4P3pB7732r23XXi93LL7/r72aiTvTBgwcnNZ3424YbbhjMWdB8jJtvvjkIH83D0KaT68yZM4MTX+Jnuv3WW28NFvDROiX+h97f9K1bQ4zr+iSpoHzuueeS+mI0Az6f9Fyqnln0MRx++OGuosLehFnsunfvHiycFn1OVHE3V6oKgo8+WhiUG0rc9uGH8ZpzVR2HuleWASLffrvcNWlyh9txx7Zum21auJ13blL5LTnz+SHVeffdd93FF18cW6Qql9smm2zi2rZtm9MJgenQ1Y4CT+EYXTvb3zS8VksJ54uugvbdd9/YY1ATo/qMyonqufkTSRUk2SrdX5XqguDqq0eFt7Vr99/YbdUdh7pVtgEib7452f3ud00rT3K7uLXX3sg1b948J23jam4aNmxY0DRQXROXZdM8jo4dOwYVaZcvr3osfa7ppNS/f3/XsmXL4OrKf5xVbTpxqd7YN998499lTqhjvUmTJrHHoEEQ5VL2RGHp9wkp5F96KbnpKNuqC4KZMytiZYfGjv0yvK2641C3yjpApHPn2yo/RGuGH6bbb7/d3yXrVBZ+yJAhwcS+s88+Oxix5Y+A8Tfdrv00d0PrlSsw5s6d6991Xumkr2+tGtm1/vrrJz3mxLbmmmu6Ro0aBVVcNYcmVYhuvvnmwaiflStX+r8m69Ss588T0aYCjKVaxVdfYrp06ZI0YlBD0TUIJB9qCoLoMPszzngmaGqWmo5D3Sn7ANEMbXVuJz5Q+oDVdZOGTszqA8nXt/JMqBlIEyZ1tea3n0c3deqrj0H9MH7hSZWF0c9TNe3pimrEiBGx/XNFM9ajZU+06du4RrOV0qJUuvrdZZddkp7r8847L28TSaWmIJg3b2lshKQm/0pNx6HulH2AiOZFqIx54oOlztZSXPfDSiW977nnHnfYYYfFSr/7m2Yta13y3r17p1X6QjWqLrnkkpRBdPzxx+dlpJY616MFGBObZu7XdV9Sbel97VeS1qb3usIz39IJgrvvfivcp2XLgUEtu3SOQ90gQP7niSeeiH3INNqpnOnkoya2qua3JDbV1tKkRc1Yto5omjp1alCsz79vBdKVV16Z8zBXk5aGQ6dqhlMgjh5d+2He+TRt2jR3zjnnBM+f//eoqvQXX3zhH5IX6QSB1vFRbazEfs8881Fax6FuECAR+tBFP2yPPPKIv0tJ04lHQ4q1aJB/4oluGkKsYbkK3Ww2gWi4b6qmFk1y01VNLgY4RGk29tFHH530+7UdeuihdVZZIF2aEKhBDKmuEnfbbbe8dJRXJ90g6Nnz3XC/o4/un/ZxyD8CJGLp0qXBBy3xoVN7+PTp0/3dSsrEiRODmfLqe/BPOtFNfQX/7//9v5yP9lJnr658/L4JbWpqev311/1Dsk5/44477pj0+7Xp/aHOaPVRFQL1SXXr1i1YKdN/rInXTc9nPvp0VFH3hx+qHgSRbhAsW/ZTsIJodP90jkP+ESCe9957L9aUoZOWTmqlRIME/vnPf7qdd9456YQT3dTJrXkl6oTN93Mwb948d+6556b8Nq05DLNmzfIPySqdcHUFuvvuuyf9/sSmCgA9e/bMe5OQBiWoyVDNa1VVINBV22233WZuVsyEiiAm5nG0aNHfzZ+f+qo0kyAYMGBSUnikcxzyiwBJQaU/oh/Gyy+/3N+lqGh2vL65ax7KH/7wh6STTXTT4lIa4vryyy/nZUhtTTQZU0OA/cepuSbqt8h1iRY1mz311FM1VhbQ3AoFnubCZPvqRIMY1Fx4wQUXxK6QU216HJrlX9tSOelQcVKt+BkdOaXtxRc/9XcNZBIEqk93zDEDCJACR4CkoBOu5jYkPpSax/Diiy/6uxU0DZVVzS1N0lM9LP9EE91UaFHLl6q2ViGuZyI6gaYKPz12zS3JB62Loecz1fBjf1M/kfqS2rRp466//nr36KOPBsUsE6Vp1N+ioNH/J36m27WfmhRPO+204OpX1QX8+/Y3/S7ND9LwZ73u+aAFoVKd4Fu1GhR0hKeSaRAMGTIt6f5RWAiQKmiyX/TEqyaBQl91UM1MWotE34Tr1auXdKKJbvqmevXVV2dtsaB8UN+Lrjqiq+UltoYNGwZXK/mg53no0KHBQIJUfTX52BQaGuqsYM1ln5Rv8uT5sRLsiU1LI/Tu/V6tK1ujuBAg1Rg5cmSsDV5DTQvtG7qaKnQy0zfQ6FyWVJva8/Vt+P333/fvpqio/0PDrP2/T6+V+mzUf5Iv+sY/bty4oDpAixYtaixyad0UmkcccYS75ZZbgiVn89EpHrVgwbJgvY5o0UNt+nfnzq9W2e+B0kaA1EDf0qMfZI1oqWsaOquJYGrmqOmEpeKBqrCquRal5o033nCqTOz/zYmRR/nu+Bf1G+m5Vqirvla7du2CqyON6tLa4v5jjW7169cP9tP+Ok4z4lXyRqtf1sXfIrqi6NPn/djcjMR21llD3KRJ+QtrFB4CpAb6pqcaVIkPuSZnabx9vmky3WOPPRZMBKupWKEer2p6qX291KmTW8vz+ut9aNOcEs0tKUQLFy4M+kD0/4XqlVdmuBNOeCIpODTS6vnnp4e1qlC+CJA06EQcbevW8NclS1Kv35xNqoWlk6M69FPNKk5s6uTXkFKNHsv18NZCpYC96qqrUj5PavopxSuwXPnkk0Wuffvnk4JDo60eeGBcME8DEAIkTQMGDIidlP72t7/5u2SFOup79OgRrJWRqkZUYtP4f+2jRYHquipvIVFtq1T1n/Rcam2WRYsW+YfgfxYvXuFuu+2NWFn1xHbllSPcV1/ltqQMig8BkgF1VEdPSprMlQ0a56/ZxLqK0NWEf/JLbPp2rY5alfUo5KaPQqABEKlm12+xxRbBPIlCmONSKFSwUMs8H374o0nBcdppg9348fFqykACAZIBlTrZddddw5ORxuhbK8aqWKFG7kRLyafaVKzwpJNOCsJKiyEhfQqJ++67LwgN/3nda6+9gsmS5e6tt2a71q0HJQVHs2b93ODBU92qVXR0oGoESIY01yDazq4aROmOkPnoo4+COko1zWrWyCpNQHvyySezWqywXKkvqUOHDimbBBXO5TDYwDdr1mJ36aXDk4Lj4IN7ua5dx7rvvvvBPwRIQoAY3HXXXbGT0BVXXOHvEvrggw9c586dg5Xf/JNXdFMn/ZlnnhkM28znxLByMnny5KDfyH/uVftMtcHyMTCiri1d+qPr1u1t16BBr6Tw6NhxmJsxI/e1s1A6CBADTSaMlv3WBLZoqey3337bderUKViYyj9ZRTeVxNCscZVJSfcqBrWnarupXhvVAVMBxUKbLJoNaopSaZAjj3wsKTi0cNPrr5fn6D3UDgFipNnO0bkHWtNbk79Um8k/MfknqQsvvDCoU0VHbt1RYKtabapaU2qWHDt2rH9I0Xrvva+CNcb94GjS5BH32GOTKt+HuV1nBaWLAKkFXXWkKjfubwqVSy+9tKCLFZYrDYHWQmKpRr9pqPbs2bP9Q4rGl1/OdR063Ov23LNzLDg0TLdLlzHB+h1AbRAgtaSrDv/Eo01NJGrGUnMWCp+qCxxyyCFJr6MGNKgUTD7Ko2eLStyrou+WW+7mtt66udt55wvdvvveHYTH+ec/56ZNYwg4soMAqSWtp50o773ZZpsFHebqOEdx0noeqWpW7bDDDkH9sUKnCa+Jx7/22hu4TTfdx9Wv38odfvjtbsSI8htthtwiQLKkmJs6EKeh0/oioDk4fpAcdthhBVnNeMKECcG67f7j3WKLndydd/atvIJikAayjwABqqClarXmh39SVhmZ888/3y1YsMA/JO9U+kYl7FP1xZ1xxhlBlQMgVwgQoAajR49OOflT669oTlC+1+YQjSJTxeWqRpFpzRAg1wgQIA0qG//www+7rbbaKumErXXKX3jhBf+QnNFaI6oI7T8ODSvv27dv8FiBfCBAgAyoHtk//vEPt+666yadwFXoctq0af4hWaOFpZo3b570e1VaRwufqaQ9kE8ECGAwffp0d+yxxyadzBUsmvNTUZG9kiAqQd+xY8eUtbxOPPHEoIQ9UBcIEKAWhg8fnrLOWb169YJ1XbRmupUqFdx///0pqwnvueeebtSoUf4hQF4RIEAtqRNd67loHpB/ot9nn33cq6++6h9SI4WDQsK/P4WJQoUyOCgEBAiQJVrkq3379sEwX//E37p1azdjxgz/kCRqjlKzlH+8mq/UjMWKiigkBAiQZRMnTnRNmzZNCgGVjb/uuuuChcl86gBXR3iqNd3Vca4OdKDQECBAjgwePNjttNNOSYGw3XbbBStMqrCmhtxq6G20snNi01BdDdkFChUBAuSQaqXdcsstbuONN04KCPVxpOqA1+RATRJkjRgUOgIEyIM5c+YEK06mKhuf2FSORGVJVJ4EKAYECJBHKu9/8MEHJ4WHCiGqICJQTAgQIM/U93HrrbcGkw7Vad61a1d/F6AoECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAm/x9qFyxQW5OUiAAAAABJRU5ErkJggg==)
| Product Number | 3H32-5-QJ |
| Purity | 96 % |
| CAS | 23002-51-9 |
| MDL Number | MFCD10697157 |
| Molecular Formula | C5H3ClN4 |
| Molecular Weight | 154.56 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory