![Methyl 4-chloro-7H-pyrrolo[2,3-d]pyrimidine-6-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABZvAAAWbwHtB6p1AAACXXpUWHRtb2xTb3VyY2UAAHicjZVZa+MwEMe/ivDzRqfPEKeUloWFtgvbFvZtcWwlMdhWsZ3r2+8oR+tDtgt+kKX5zX9GM4MWd8c8Q3tZVqkqQothaiFZxCpJi01ovb/9nPnW3XIRgxEYFlVobev6Y07I4XDA8Vbm0VEVOFa5dTmfH6u0ZXMQWJUbwill5O/z0+uZmaVFVUdFLIGq0nl13nxScVSfoxiQIHlU7tOCXMxJXu4v3v5xqj+Kj1VifeXyAGf3gKJ1mkm0VmUe1WjPKYaP/kAbWcgyqmWCVifYFtiG3JeL50cV73JZ1LDUHtI4yl7rchfDRq4yGe/AGSx+PYZWzgCIapXfl2V0uixRmoRWxOAWM6ndvJ0+JMQCifLQmnHs8sC10On6I1wHXBANNnHewX9fcSiP/w1cDKhTLNgnzrCg3Dfh9jfU4QoFDUy0YxZnmHNqT2q7Zppjxp1b5KDtuEZtz0wL7ASUf9KOMGv7ZtrGARfBLW0uPG6Cgy6c9WmGPc9MM9rBXy60i7njuZORs4F+a+EcU28A7/bbSz92wH17AB/ot9a1j6h3+w3Ut6ekVDChD2pX1HBxhi7g2LF978shaQziShVJY3nWWYETbfJHriuuZZEeM1UmstQC4ECbNgHeBjjSgzUGiDYgkB6lK8BNgN0DnHEFpw04SA/MFbg3AW4bcJGekTHAawMe0mMxBvhtwEd6FMZyCHqA7v4xCX3eKh1F55YfZbrlhnozPsF0Ks6g5ExMMKJ3YZNIp+wM6s7sCaZfeTNCGr1Pbg8WLHuPGWm8dATe9+V/oUtnwsuzXEUAADYySURBVHhe7d0JmFTVmcZx4hijoEQccEXAdSJiXMB1VFRQUEREQSVxi47BMe7RxEQxYlTimmhUFkVEREXBoEbccEHcARkVN5QIbkSJImBEXHKm3ls5ZdWhuurWV7e7a/n/nuc+St/TRVdRfd+6Z/lOCwcAgEGL8AsAAMRBgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMTUYmSL6EAarwSAuvTlN1+6Ua+Pcn0f7Ova39rerX7j6q71mNZuh0k7uCEzhriPl38cfgsBEuCVAFB3nvvoOddhfIdMIOQ7Wo1u5ca8OSbn+wiQXLwSAOqKwuMHN/4gCoKuk7q6W+be4uYvmx/dkXy24jM3c9FMd8HMC1y7se1WCgsCJBevBIC6seLbFa7TbZ2iEBj85GD3zb++CZtkLPtqmTvm8WNyvkaA5OKVAFA3bnrjpigAtpu4XcHwaAgBkotXAkDdOPihg6MACMc24iJAcvFKAKgbG4/fOAqAeUvmhadiIUBy8UoAqBuaqqsAWP7N8vBULARILl4JAHWDAEkWrwSAukEXVrJ4JQDUDQbRk8UrAaBuMI03WbwSAOqGFhJ2HN8xCoETp59YMES0kPDYx4/N+RoBkotXAkBdyS5l0u3ubm7c3HFuwbIFUbgsWbHEzVo0yw2dNZRSJjHwSgCoO89+9GxmQL2hY82b1nQ3v3lzzvcRILl4JQDUJRVPHPnaSNfngT5uo1s3iu5K1rppraic+/kzzqecewy8EgAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgA/JtWny/9amn4ZTSAAAEAlw6P9cet79qObesWr1gcnkYeBAgApLyx+I3MQsGXPnkpPI08CBAAcASIBQECAI4AsSBAAMARIBYECAA4AsSCAAEAR4BYECAA4AgQCwIEABwBYkGAAIAjQCwIEABwBIgFAQIAjgCxIEAAwBEgFgQIADgCxIIAAQBHgFgQIADgCBALAgQAHAFiQYAAgCNALAgQAHAEiAUBAgCOALEgQAAg5Y2PUgFyWovoeOkDAiQOAgQAUt54JxUg27eIjpfmEiBxECAAkPLGG6kAadEiOl56iQCJgwABAEeAWBAgAOAIEAsCBAAcAWJBgACAI0AsCBAAcASIBQECAI4AsSBAAMARIBYECAA4AsSCAAEAR4BYECAA4AgQCwIEABwBYkGAAIAjQCwIEABwBIgFAQIAjgCxIEAAwBEgFgQIADgCxIIAAQBHgFgQIADgCBALAqQSLVvm3BVXONe9u3Prruvc97/vXLt2zu25p3OXX54+DyAxs2fPdttvv30mQLbZZhs3c+bMsBkCBEilefJJ59ZbL/Uv06LhQ6EybVr4nQBK9PHHH7sTTjjB/cd//EcmPPyxyiqruOOOO879/e9/D78N/0aAVJJnnnFutdXSIdG1q3MTJji3cKFzX33lnN7Ed93l3I47ps+r3bPPho8AIIavUr9TV155pVt77bUzgbHRRhu5cePGudtuu8116NAh8/XWrVu7Sy+91K1YsSJ8mLpHgFQKvTk7dkyHwzHHOPfNN2GLNH1d59WuU6f09wGI7f7773f/9V//lQmI1Vdf3Z133nnu888/z7T54osv3AUXXOBatmyZabf55pu7e+65J+uRQIBUiptuSodC587FQ0Hnt9oq3X7MmPAsgDw0SN67d+9MIOgYMGCAe+edd8KmGQsWLHCDBg3K+Z6ePXu6V199NWxalwiQStGvXzoQRo4Mz+Q3YkS6ff/+4RkAWRYvXuzOOOMM9/3vfz8TAttuu6174oknwqYNmj59uuvatWvm+1dddVV38sknu08++SRsWlcIkErRvn06EN56KzyT39y56fYdOoRnADj19n6T+jw20rVt2zZz4W/Xrl30NZ0r1bfffutGjx7t1ltvvczj/ed//qe79tpr3ddffx02rwsESKVYffV0ICxfHp7J74sv0u3XWCM8A9S9xx9/PLrL8Bd63X3oLkR3I+VasmSJO/vss91qq62Wefytt97aTZ06NWxa8wiQSkGAAGXTeIbGNbLHLPbff/9o/CNpb731luvbt2/O33XwwQe7t99+O2xaswiQSuG7sOK++ejCAjI0g0ozqTSjyl/MNdNqypQpYdPEPfzww65z586Zv/cHP/iBO+ecc9zSpUvDpjWHAKkUDKLXDa0nUPeKVj4/+OCD0ZoE2N1yyy3RGg5/AdfajquuuqpJX1eNgVxzzTVunXXWyfwc66+/vhszZoz717/+FTavGQRIpWAab90YPHhw5iLjL3hHH310tMZgedwuTLjnnnvO7bLLLpnXUavJf/7zn7tFixaFTZvMP/7xD3fSSSdFs7T0M62yyg9cz57HuVmz5oVNawIBUilKWUh47LHpdmpfLGxQUR577LGoRIYuLlrhnB0kOtZcc013xBFHuAkTJrh//vOf4bcj5YMPPogC93vf+17mdevevbv7v//7v7Bps3nllVfcPvvsk/r33MxtvPFhbptt/uDOO+9R99FH3y1WrAUESCXJLmXSrZtzd96ZLmGiW/GPPnJu4kTndtopfV7t1B5VQ5+MfVeLVjWrj3zOnDlu6NCh7sc//vFKYbLGGmu4/v37R+U1NPOn3n355Zfu4osvjkLWv0adOnVK/ZrcGTatGFOmTE/dgVziunYdGR277z7ajRo1K/W5r4EPiFWGAKk0KpKoYokKiYYOnS9hERQqg5+xo+mfM2bMCE9Hs3ouueQSt+OOO64UJhqY1Wyim266KeomqTeTJk1ym266aeb1aNWqlfv9739fFV1+X331TerfbbbbY4+bMkFy4IHj3cMPV3+3FgFSiXw5d5Vvb9vWuVVXTf93992du+wy5+pgdket0QCrv/hdrpL8RcyfPz8q9rd76t88u6tGh/rXe/To4UaMGOEWqthmDXv55Zfd3nvvnXnuei2OPPJI9/7774dNK96iRf90F1zwuOvWLR0iOk444V73xhvNN2ZTLgIEaGTqm/fTS/fbb7+SZ+Woz/+6666LLqRh2XGNp+yZ+qBx9dVXu3fffTf81qqlu6wTTzwx5/nutNNO7pka6LZ99dWP3c9+NjkTIjvuOCp1NzXNffpp5d9NhQiQWqQujiacwoiGaSB8q622ii6AKoFR7t4S2r/ixhtvjIIoeyW0PzQrSaXH582rzu4RTYf905/+5Nq0aZN5ThtssIG7+eabSw7eSjdlyltu//1vzQRJ9+5j3LhxL6Veg2/DphWLAKk1+oSmLq/ddlPxnvAsmtj//M//ZLpeHnjggfB0WVSWY+zYse6ggw7KWUDnD60z0TjB66+/Hn5rRdKamB/96EeZn1/jPr/97W/dskbYgVNB9dprr0VTp9WlqNLtp5xyijv22GMzh/6sr19xxRVRO72OlhpahXzxxddu+PAZbtddb8wESf/+d7jp0xeETSsSAVJrHnvsu8H21CdVNB/NDvIXw1/+8pfh6URpJbY2Qho4cGA0wByGie6Czj///Iqa6urNnTvX9enTJ+fn1eyzJO+iVDVXA/EKBc1481OpSz3UpbbddttFdbXuvffexGbHffjhMnfOOY9kQkTHySff7955p/zaXY2JAKlF++2XDhBtjZvQGxyl0SC43+1OZcCbcjc7bYZ09913R4PN+daabLbZZlGpjeeffz781ib12WefubPOOiunK057kWutTBI+/fRTN2rUqGiNSPgaZB9aMa6/d6+99oqOn/zkJ5n/19d1PvwefyhQevXq5W699dbodS/XrFkfukGDJmZCZOedb0jdAT3tli7N//7x7XQHoxBqiG+XNAKkFmmzG3Vjpd7gqd/Q8CwambpHdtttt+gCs9Zaa0WfsJuLgks78P3sZz+LSo+HF0Bt3Xr66ae7J598ssnGGFQW/YYbbnDrrrtu5ufQz3b99dcn0kWkYFRBRXWBhc+3S5cu0T4eulubNWtW7HpVutOYOXNmtCZHg/vZOxr6Q+tTtBJe07HL8e23/0p9AHjd9ew5NnPh79FjrLvvvjfDpjl3LEOGNBy8BAjS9Ek2zgB56lY9ChAtOGzGC1g9UlE/f1HRGEWlULCp5LhKqeT7VK3B6v/93/91jz76aCIX8nwUVBqb8X+nyqyfeuqp0d1CuR566KGcKb86NOVZuxDqwq8JCEnS7DgFoWbBZf+duivRLoZajV6OZctWuKuueja6C9HFX7O1liz5MqdN9h2Izs+dm3+DKwIE6uh2buON05V7tTK9EO2UlvpUF4VI377hWTQS7UPhp57+9Kc/DU9XDN1tTJs2Lbp4b5x6T4Vhok2YjjvuuGjgP4nuN3XpHX744Tl/h2aSaSC7XHoMrYvJfmytUP/jH/9Y9qy3uFRGfsiQITl3eXofKJDLDccFCz5z5577qLv00qfCU5lguPLKZ6L/nnJK/urDBAg07Sa9/4dC4YQTwrMru+667wbUU5/O0Li0dqF9Ktx18dA4Q1IDrE1B6yt+9atfuU022WSlMPnhD38Y1Z6aPHlyySu/NY1Zg/cqy+Ifb4sttnD33Xdf2LRk6n4688wzc7aq1ZiFxiOaa4dAzRjTrK7sOzx11WkacmPwwfDZZ8tTd0Jjov/XOEqIAEHaeeelA2GVVZybPTs8m0vdEF26pNurym8z/VLVi379+kUXDF3QmnuAuhwvvvhi1A2Xr59fM7xU7PGOO+6IZn4VMn78+Jy7GwWRLq5JlFnX65td2kRrbCqpdLpeG01UyJ4gcOihh0YTB5KUHQyjR78Y/f8xx/wlaEWAwNMvrd98SqVOitE2m2qr4+qrw7NIiPbF9hcKLeSrFa+++mpU7DF7e1h/6K5CO/BpP47suy3V+fKTCHRoyuzxxx/vPirW7RqDBuCHDRuWuetQN5EmASR9YU6K1o5kzwLTHV6+OmhW2cGwfPnXrlevcdGfH330bw22SxIBUo1St+iZUIhTiTT1Sx61bdMmvUodiVK9Jr+Qb999903sU7C6xJ5++unUJ8vR0YI27TORvdBNf9bXtTL9qaeeavR9MLRVqy7eKikShok+aWswWetNstdY7LHHHtFspySoO0yB5R9bdzcax6l0Cj0t6PR7hGh22F133RU2MwmDYdKk16I/H3LIBPfNN98tJA7bJYUAqUa6QO26azoUtCdIsfnnWpCVetNG7VMXHSRHc//9dqbq6y6nuKHKlWucQQOv2VuklnJsueWW7oQTTnC33357o+4nsmDBgmjXPwVEWOxRh6YH62dIimZQZW8epYWG5Q5ON7UnnnjCbbjhhtHPrzsnTVsuVxgMCg2tZNfXFCYNtUsKAVKt1MeucZDUm9FdeGF4dmXnnJNuq/UhqU/MSIbm/euCoIuodf9tjTmo5IlfeBgeurvR+gW/uE2zu7IXumUPUGcfLVu2jKaTas/uxvThhx9GF0O/7kI/axKL6jyFlfZP8c9L5U2Sustranou2eVatL9JOfIFw9Sp86Kv9e49LurWaqhdEgiQaqadC1NvQteqlXPvvReezaUFUxtskG6/zz7hWRhMnDgxcyFQaYtSaU2EVjGHF35dgE877bRoNbkuOHG8l/r3V70mlUzJt5+Iym9o8Zy6UxqL/3vPPvvs8JSZpuFq1pYeV11AI0cmfxFsauqa3HnnnTP/NuXciTQUDBpI19c1sC4NtSsXAVLNUp/83FprpUMhzpoD7Z+utjpSFyfY6cLuK8busMMOJa2V0MU+XBOhnQo13fWNN94Im5vo59Ng/tZbb53z9+hnnT59etg8EUkHiOpX+Z0a1eWT1LhBJdAsLR8i5Ty3hoJh5swPoq+rwq+m+DbUrlwESLUbNiwdCN/7nnNPPx2ezaXb/tQvedR+003V6R62QAxapa2NnvTLr/IVb775ZtikQRrwzt6SVWMW2mUwiamtDVEpE3V3ZQeJSpvELeMRV5IBotdD4yt6PA3Ka4purdGdiO/OUvffCy+8EDYpqlAwaFGhzmk1e6F25SBAqp1CQGGgUFA4FOsbVrl3hY3aK3xQMt0p+Atx3AubFpipSJ//PtXIuuyyyxo1OEJavOe7g3RoHcVzzz0XNjNLMkDUhed/Tm2WVat0p+gH1vXvUep05ELBoLImKm+SXSo+aQRILVB3lAJBR5wLmrq71FbdX+oGQ2yaNupLlWiAOg7146vryF8QNd1V3VjNQYF17rnnZp6DPvlq5XYSkgoQLVL0r5XKqdS67PeUFhuWolgwqMCib1OonRUBUis0MK5Q0EB5sa4JXbxatXKfp9q/roF4xKI+eb+yWp8W45Qq+dvf/pYzg0gX78YqVFgKDeD7siuaQXbRRReFTUqWRIDoE7nuzvQ4Ct1SS6dUK60T8e+RUsqeFAuGDz5Y6nbZJV2MsVA7KwKkVmhqri/hrim7RSy88EI3KtV28CqruDlVXHajKWntgX7BtQo6TtePVl6rJpa+RzOItCCwkqiarGZn+QuXLmLlSCJADjzwwOgxFCIK33qh2XF+nErriapljQsBUku0SFABokWDRXZz++qLL9wRnTq5NVPtd91116qdV99UNNXSX2i1GrsYjXn4biuFx1/+snJ9okqgnzN7gF37kVuVGyATJkzI/BzXXHNNeLrmqaqwr52lxaTVgACpJSpTss466RBR+ZIisrdcTaofvBZpXwe/WE9lw+OspfAD5uoe0iyrSqYQ8au8NeNJe5NblBMgWnjoB5M1vTXOa1yLVIDR/zuUu59IUyBAao1mrChAdKiQYhF+Mxz1hxerrlqPdGHzaynatWsXrbouRlN1fTBrzKMaLF68OJpSrJ9Ze1pof4tSlRMgV155ZebCWYn7tjcV/Q5qYy+9FvoQUukIkFqjku0q3Z56A87t0sX9q8iA7ezZszPF71TCG7m0fam/k/jrX/8anl6JZlf5dR4K50oYMI9rzpw5Ubl2/7OX2q1pDRDV7FI5dn3vYYcdFp6uOyp5r9dCM7PK3R63sREgNeiLhx5yE1NvwHNSxz3XXhueXomK7+kNq24ayyfPWqVSIv5OQusS4vArzDUI3FxTdcuhGUD+OY8aNSo8XZA1QFSU0d99qHx8vVOXot/ZUL+blYwAqVGX9O3rOrRId0do+mkhqnSqzX70hh0wYEB4ui69++67bp111oleE81UUqXcYjQ11l989SmyWqkkvZ6DijtqtXRc1gDxG1cNHDgwPFW3/GJVfRAppaqypu3+5jdT3bRp88NTjYIAqVFz587NzOg45ZRTwtMr8X3QOlR2up6p28mX0VCXjjYFisMXRtRYQlOuME/avHnzMpV1Vfk2LkuAqC6Xf99NjTFmVy80hdmXyS9lgsuoUbOi9R5HHdU0te4IkBp21llnRW9ATSMt1jWgC57/JKhP3PU6C0a0SZO/qGlAPA5tmuR/4SttvYeFNqvyn4Dj3oVYAkQ1ufQ9nTp1KnnMpdb5DzH6YBLX9dfPiAJk0KCJ4alGQYDUMK2U9oOT6pYoRoPE/sJZC2WzLfSJ2JeV0HhGXNrPQ9+j2WzVfPfhafzG34XE3aK31AD5+uuvM12nCm3k0hiUXht9AIxbI4sAQaKyp5Rqv4hievfuHbXVlNW4b9paodW/2knPfyKO+/w1PuJLuw8ZMiQ8XbVU60vPSRVj4yg1QLQNr39v1vPU3YaoUoB/fe69997wdF4ECBKlrii/Ilo1mYrtW6H+fpXqUHvLJknV7JBDDsl84ntGVYtj0ipz/4sed7ykGmgnQ/+8nn322fD0SkoNkN/97ndRe90l032Vn+9WPv3008NTeREgSJy6ZXz/vEqIF6M3q9pqED6pDY4q3YgRIzIXy1ILC6rshL5Pmx/VEn348Iva4txZlRog//3f/x211xa9yM+/tzQuGQcBgkZxxBFHRG/E1q1bR+XFC9GqZHVhqf0BBxwQnq45mmDgS5XsvffeJU8g6Ny5c/S9cdeKVJOjjjoqem6ql1ZMKQGiOw6/aFHhjfzGjRsXvUbqFdCYUTEECBqFymS3bNkyejPG2WMh+xP5lClTwtM1Q+XCt9lmm+h5tm3b1r3//vthk4I0Q8nf3WnhYa0ZO3Zs9NzUrVes1E0pATJ//vzM+0vrZ5DfjBkzMq9TnN4AAgSNxvc5a8XvzJkzw9M5tBZi2223jdprELUWZhbl46erKgTiDlRmyx4I1kWx1mhMxz+/Yu+ZUgLkgQceyDzuokWLwtP4N82k9B9Q4rw/CRA0Gq1o9RsiaU/vYh5//PHML7nKTdSayZMnZ55fnMWW+ajSrr5/9dVXL7nrqxrog4OfVFFsQVspAaKy8WqrrlIU5sehtNi3GAIEjer222/PXDT1/8Voi021VVkLlTypFVrn4OsN6U4rTqmSfDS4rMfQOEit8jOBdAdbSCkB4kt1dOnSJTyFgO8JiFPslABBo/OzX7TmoVidHZVU0KdrtR88eHB4uirpTqF79+7Rc9K4kDbysTr11FOjx9Gq4Vrl3y/FppKWEiB+pt9uu+0WnkJAvQV6reJM0iBA0OjUl+1LuOf7VHnbbbdFaxvUhaXjyCOPjNrqe7Qw0X+9Wg9/V6Wj1IqzIV+KY//99w9P1Qy/uLTY5ItSAuT444+P2uqxUVjc118IEDQJvRn9J3DN0PKy60DV+tGzZ8+sV8TGT4/WIsRa5RdY6rkWUkqA+FXutfy6JSXu6y8ECJqE1oJoTUj2GzN7W9F6ONT/bh378LgD+U4pAcIdSHxxX38hQNBktCpdb0xNE9Rq9aFDh0Z/VleV5p/XquzSIxrDKAdjIN8pJUAYA4mPMRBUJNXFUn0svTm1mM6vDD722GPDpjXHl4hQeN53333h6dg0M0aPo33TaxWzsJoXs7BQsVSh138a16H9HxYuXBg2qzlaga6Ll56z1iKo8qmFXweiUii1WBBQ5TP8OhCV1SiklABhHUh8rANBRfO/+DqGDRsWnq5Zc+bMydTA2meffUwLAbO3sc2ejFArVD7DP79i3ZqlBAgr0eNhJToqmi6a/pO4NhAqd1C52gwfPjxzIbvkkkvC00VpcWUpv+DVRqvP9dy0ydayZcvC0zlKCRBqYcVDLSxUNN8Fo2PSpEnh6brQv3//6PmrqybOvhch7YGu79cWwrXGT/dWOBRTSoBQjTceqvGiYi1dutStv/760Ru0R48e4em6oZ0IfY2wTTbZJPZOhJ7fzjbORbba+B0azznnnPDUSkoJEGE/kOJK3Q/k2mufcttue4UbOHBseKpRECB17Fe/+lX05lSp7ldeeSU8XVfUjeL3Qo+zYCvbHXfcEX2furJqaRzk6aefjp6XjieeeCI8vZJSA4QdCYsrdUfCSy8d7zbcsJ/r2bP4lN8kECB16u23347GPPTm/MUvfhGerkv+gqZDXXtxaZ8M3x0TZ8fHavHzn/88ek4dO3aMdYEvNUDYE70wy57ov/vdxW611dq4bt2aZl0SAVKn+vXrF70x11lnnWhTJKT3QPGLttZcc81Yg5aeL2mi9SBxLraVTt14P/zhD6PnFGf9gZQaIOrT93+HSuggl+q06bVRD0HcblW/LklrR5oCAVKHHnnkkcwnmz//+c/h6br27rvvujZt2kSvzfbbbx97Vlr2a3r//feHp6vO73//++i5aPD2nXfeCU/nVWqAiC8F06lTp5oI3iSpuoFem169eoWnGkSAoFHpU5+ftqtPy3FmdtQbzUbzYRC371k00Knv2WuvvcJTVUWTK/xeKbrAx2UJEJXQ8a/11KlTw9N1S9so+OnhxTbyykaAoFHpjsP/wj788MPhafyb9j7Ra6Rf4rh3FOPHj8+8tuWUR2luvk6Vuk7mzp0bnm6QJUDEDxQPHDgwPFW3fKkXVYYotmdPNgIEjeaTTz7JfLI86KCDwtPIosrEukPTa7Xuuuu6Dz/8MGyyEi3K3GGHHaLv0doQ1RqrNrNnz46CQ8/hjDPOCE8XZA0QbZes71MRz1dffTU8XXe0YNP/np5wwgnh6YIIEDSak08+OXpzafbVW2+9FZ5G4OWXX87sxti37zGpgCjeR68uGd/1cO6554anK5pCU0U19bNvtNFGUVdWKawBok/Ymsqr7z3ssMPC03Xn8ssvj14LTSsv9feUAEGj+MecOe6o1CfLLVNvLq3/QDzDh49ybdp0cx06/NSNHv10eDovVTP2F4BqKtPhF0QqAONOG81mDRBRoUB/F1LPU3o1JdwXT/zJT34Sni6KAEGj+KRnT3df6o11eeqT3hclfrKsd4MHj3DbbXe123nnG9ycOR+Fp1eiT+6bbbZZ9Ivcvn179/7774dNKk722NiZZ54Zno6lnADJ3sxs5513NhW2rAVa8e+D1LK4lwBB8iZPTv1Lt4iOz0aPDs+iiCVLvnT7739rVGOoX7/bU58Si49tqKaWX6ip2VnFChE2J62k1wVLP6vKi3z11Vdhk1jKCRCZMGFCJsSuueaa8HTNe+2119xqq60WPX+VMLEgQJAsDeRuvnk6QLp21Uhv2AIxzJr1YeoCOSoKkXPPfTQ8nZemX/rxEE3trcQQ0UXbX7Q6d+4cTbSwKjdA5MADD4weQ7OPNJW1XuiOS+8RPXdN2lB9NgsCBMm69NJ0eKQuZO6pp8KzKMHw4elKpzruu+/N8HReF110UeZT9S677OIWL14cNmk26rbydx4qV6JFlOVIIkBUS0zhocfRjDZt/FUP/MJNHTfffHN4OjYCBMnRzoKpX8YoQAYNCs+iRJqFddxx90QBssceN6UudvHKS2RfHDS9VxtZNSeNNxx//PGZn2mrrbZy7733XtisZEkEiPjilDpUTr7WTZs2LVPI89BDDw1Pl4QAQXK0iljh0bKlanSEZ2Hw4YfL3F57jYlC5MgjJ7mvvorXJagtXP1FQnW2xowZEzZpElrn4afq6tCYRzndVtmSChA57bTTMj/j1VdfHZ6uGbrj8pMHNt1009g1rxpCgCAZ2n50lVXSAUKhukRNnTov05V11VXxN6B68MEHMwvEdOy7775u3rx5YbNGoZlhWmHuFwlqbEazrawD5vkkGSD6uXwtKHWzNVfgNiYVMf3Rj34UPUdNuHjhhRfCJiUjQFA+FaVLfbKMwqNDB/VZhC1QposumhYFSLduI93TT8e/u1NhQn9h9BeOk046KZEupHz0iVZdaNnBpUWClnUexSQZIKI7ox//+MfRY+ru7a677gqbVC2t99B05aSfGwGC8t12W2barrvjjvAsErB8+dduwIAJUYjsu+8tqU+T8esVqersyJEj3dprr50TJIMGDXIPPfRQIlVptRmU9vPw5dJ16O5D5UlKXWEeV9IBIn//+9/dFltskfn59bpVO915+PDQcf3114dNzAgQlEeF1zbeOB0eezTNpjL1au7cT9yuu94YhcgvfnF/dONXCl1Ifvvb32ZmHflDK5GPOuqoaDaOakNpn5JCNAVUawg0bViDzppRlf14KsmuqrqlFEa08HXAkgwQ0TjB5ptvnnk+es2SCNnmoOfiu610XHzxxWGTsvgA0Z1bUyBAas3556fDQ+Mfs2aFZ5GwCRPmZMZDxo61leBQkFx66aU5F5bsQ10cWqOhdQI6dKfi/19f9+Ma4aH9zHVBmT9/fvhXJkZ1rO68887oZ/JrXtRdZllFXcjHH38cTYP2z61///7mtRLNRdsC+wFz/Zsmeechr7/+eqYCgjaKawoESC3RftxrrJEOkOOPD8+ikZxxxoNRgOyyyw2pO4aPw9Ml0Qr2IUOGpO5sds3M2op7aLB5p512isphPP744432KV1dYOPGjXOHHHJI6u22xko/hw6FmsZ2kprhJQqrgw8+OPN3bJy609YU2EqnO0SNQ/mgV3dlUmMeoiDVrDXdafrXRiXymwIBUksOPzwdHq1bO/dR8ZpNSMZnny3PlDo5+ODbUxe6ZGY2aeX6rNRd5G233RZt+aqLhAo1+kN/1te1D8nMmTMbbWxDFATaJ/6AAw7IlGjJPrp16xYtmlT4rb/++pmv65OwFiwmtXGZLsbDhg3LXCwVsppdVu7018aiu4Lu3btnXo9NNtnEzdAMyQSoa3P48OGubdu2mcdv165dVB6/qWqJESC1QlVftdpcAXL55eFZNLIZMz7IlDoZOXJmeLoqaQBbg9Y9evTI202m/eNVRTfsIlOQ/frXv86USNGhrjZt+5uU559/Plo34R9f5eA11bex7rpKpVlWuhPMfg20SDCpoHvsscdy1vPo7/nlL3+Z2OPHRYDUAn3a2H77dHhssUW6/hWa3Jgxs1MX1dHu0Uert4aTphNr4Z4+NfsyJ/7Qp32Nu1x77bXugw8+CL91JW+//bbr169fzmNoI7NS97hoiIJKa1myu250UdVkgqTueEqlu0bt55F9F6baVuWUJ8mm+mDqOsx+Tfv06ePefDNeaZ2kESC14IYb0uGhoxHm96O2vfPOfHfZZZdF4y7ZFyYdujjvt99+qbfYDdFAtoX2Ove7O+rQp2XtSbNkyZKwqYlmoOkuKfvn7tSpk/vjH/8Y3UU1Ba3vUfdd9nobBa6q6iYx2K9g0uyz7O5DTbrQ4tTmRIBUO/0Spj7hROGR+kUH4pg/f7G78cZZ7oADhrhWrTbJufhqF8a+fftGn5qTKv6oOwLduWhMxP896nYaPXp0Yv31WkOz99575zwXdb317t07GvS3BmBDdBemYN1zzz1z/k4Fh2alJTETTV1yY8eOzcze0tGmTZuoNE5z3WVlI0Cq3VlnpcMj9UnRsZ80CtC6lREjZriBA+/MTD3ecsszUxf1HV3Lli1TXx8YDdg3Ztl5DcZra+XsMZWuXbu6pxKsFK3xkQEDBuQd7O/SpUv09+t5aoJC3IkHulvSRAUF0YknnhjNcgofWzXOtHgzqS46zcjLXnCoYNLfvWjRorBpsyFAqt0mm6QD5NRTwzNAtIPin//8fLQRlg8Nf6ii8G9+c6+7//6nogq9TUkLJHv27JlzAdan9nJLymdT19GoUaNyZkHlOzReobETv7ZGW8n6/9fXs8czwkMX9V69ekXjLkm9htrBUgtJ/boaHbqzeumll8KmzY4AqXYa8zjjDHWShmdQhzQJafbshe7KK59xffqMXyk09t77Zjd06BNu+vQFbsWKwivcm8LkyZNzVpnrTkhTk5O6GHu685k0aZI75ZRTolXa4QSBuIcCQztMqiSM6oklNY4jX375ZbReRHcy/u/TtN+JEyeGTSsGAQKUyF+MiynUzp9TKRSViG9IocfwtE+JphH/4Q/TXe/e41YKDdXquvjiJ93zz7/vvvkmmfGGJK1YsSL1s//BtW7dOnPh7Nhx09QF/+GwaWI0fqDB93vuuSeaNaXQUrhkr7PRn/X1K664ImqnNR3FyspYTZp0bzTw75+/QkTrahQqlYwAAUoU56IuhdplX+CHDHksPJ3R0GNoH5JnnnnPXXjhNNez59iVQkMLGy+77OloK14FTDXQjCnV7NLdQatWm7r27Qe4o4++JXXhrpw+/6S9+eY/3KBBV7g2bdJ1xNRtdfTRR8eaJl0JCBCgRA1d1EOF2vlzugPRAkQNcOeT7zF0t6GuqDA0+va9zV199XPupZeaZupqY5k5c5br0+cXbsstz4iel14fBeUnnyTbrdWcFi9eHt0V6rltvfWFbsMN+7nu3Q9yzz33XNi0oiUeIP4WrJi47RqiWzsNkGm6Yfv27aOph7oFVkVQzcdOespek9J4Ruq2OfWOSk/R1Qyrdu2c23PP9CpzxjuaVb6Lej6F2vlzGqvQf085ZUrYJJLvMUaPfjHz9f7973DXXz+jJj+lT5nyujvggO/Gcfbcc0xUsDLuLpCV6Ouvv3Xjx7+c2dVSh7od//KXFypmFX0p7FfwBsQNhrjt8lFKq9Kof4x8R6tWrapzFzOVJFlvvfTMqoYOhUoVFJGrVfku6vkUaufPqY6WLoz6f3U3hfI9hga/H3zwLTdvXvkL1Cqd9l1RaZjddhudE5rTps0Pm1Y8bTx2yCHpPWR06O7zuuteSKx2WnOwXcELiBsMcduFFB5+frfmj99yyy1RLR7dkagOjOZqa+BLRcUsj9+snnnGudVWS4dE6rm5CROcW7hQHd7qIHZOFTx33DF9Xu2ejb+dKpKT76KeT6F22ef8HcUxx/wlaFX4MerJwoXL3G9+MzXzeug46aT73d/+lsxCx8a0YMFn7tRTH8j52c8++2H3wQfx1qBUssSvsHGDIW67bJqt4WcqDB48uOCMCC2GOuaYY8IvVy7Vr+rYMR0O+rkbem76us6rXeq1oO5V04t7US/ULvucPmX36pWePRXW0Sr0GPXoxRcXup/+dFLmddl55xuiyQJLllTebKVly1a4q67SYsAbMj/vEUfclfqQWx0D5HGUdgWPIW4wxG2XTeWk9T2ah10oPKpS6rlFodC5c/FQ0Pmttkq3r8ZuuiqX/UkyzpFPeG7SpNeiP6uLI3uqbdgO6WnLkye/Hk1P9q/PPvuMTd2gv1oRM870M9x99+s5s+N69Bgb/RtXws+XpNKu4DHEDYa47bL5zWSqcmyjmH790oEQd8/nESPS7fv3D8+gkYUBUezIJzyn0FDfvr6mC01D7fCdzz9f4f70p2ejjbz863TYYXe5F15ovk/4GscaNGhi5ufR3YcmSixdWuRDYZUq7QoeQ9xgiNsum3Yg0/fMmzcvPFX92rdPB0LcOjra31rtO3QIz6CRxb2oF2qX79zUqfOir2lWjrq1GmqHXBpjOP303DGGs856yL3/fnKrxIvReMavf/1Izs+gmXXvvFP5YzTlKO0KHoMPhrhHKTRVV9+zfPny8FQsmtqrbTazV5tajlNTx+Opw5VzhMXjUs8tCoS4z02lHtReW9iiScW9qBdq19A5DaTr6xpYl4baYWXPPvueGzAgd5bTtdc+36iznL744ms3fPiM6O/yf6/uJJ96akHYtCa1CL9QrjAgih2lKDdAVAI5/Pstx3qpY0TqcOUcPXvm/nAESNWIe1Ev1K6hcxpg1de7dx8TTfFtqB3yU1fg7be/krPQUhMU7rvvzbBpTtBYysloKrHfytj/m91660vRWo960SL8Qrn8RbaYuO2ylduFtXDhwqjccnhHUeqRyB3IY0H5Ct+F9fbbuV9vCF1YzaahC0qoULtC59T1oXOawVOoHRqm8B02bLrbaafvxkfuv39uThv/dR2WcjIHHZSucKzV5BddNM19+mnMD381pEX4hXLFDYawnWrza/eurbbaKvWheg23wQYbRLuMZVeiZBA9C4PozaahC0qoULtC51TWRBel7G4R2Lz11iep68pfo4WImgKczb+2lnIyMmHCnKjEiupZ1aviV/oShcHQkLDdbrvtFu2Apr19VcpZu3n5/QLOP//8qA3TeP+NabzNqqELSqhQu0LnRJ+IfZtC7WDnX1tLORmkFb/SlygMhobEaffee+9FbdZee+3oz1pI2LFjx+hr2pmrUIhoIaG6m6pGKQsJ9bzUTu2LhQ0SF/eCUqhdoXOiWT3Z01ORPP/aWsrJIK3wFdwgTjBInHYas1AbjX142aVMunXrFm0xuWCBNsdZEW3uoq6woUOHVn8pk9Rzc3femS5holImH33knLrzdtopfV7t1B6ASXYwUE7GJvErbJxgkELtdGehrqwDDzwwGg+5++67c85rr2A/oN7QoQ1Z1CVWdVQkUcUS9do0dOj8E0+E3wmgBNnBQDkZm/xX8DIUCoZsDbXLDgFV3J3WQNVZFU8cOXKk69Onj9too42iu5K11lorKueuMZOaKOeu8u1t2zq36qrp/+6+u3OXXebc0uovwgY0tzAYKCdTupWv4BVA3VG6y+jSpUu09mPKlPyDWwBgFQYD5WRKV5EB4s2YMSO6E+msmUkAkKB8wUA5mdJUdIB8/vnnUYCoewoAktRQMFBOJr6KDpAnn3wyCpBtt902PAUAZWkoGCgnE1/FBIgWDT7yyCNu0aJF0c6CGvfYbLPN3KqrrsoYCIDEFQoGysnEUzEB8swzz7jDDz88mp6r0FApk0MPPTRa9wEASSsUDJSTiadiAgQAmlKxYKCcTHEECIC6VCwYKCdTHAECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIDJ/wMWNbeECMp+EAAAAABJRU5ErkJggg==)
| Product Number | 4H58-5-4H |
| Purity | 97.0 % |
| CAS | 944709-69-7 |
| MDL Number | MFCD09702013 |
| Molecular Formula | C8H6ClN3O2 |
| Molecular Weight | 211.61 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory