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5-chloropyrazolo[1,5-a]pyrimidine-3-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABUyAAAVMgFhrDaBAAACU3pUWHRtb2xTb3VyY2UAAHichZTrj5swDMD/FSufR8iD8KhKT1VPkybdbdLuJu3blELaQ+JxAvr67+dA25W2owIUx/YvDraT6dO+yGFr6iaryphwygiYMqnSrFzH5Nf7VyckT7Npgk7oWDYx+Wjbz4nr7nY7mnyYQu+rkiZVQXr7ZN9kA5+dpFW9dgVj3P39+vLWMU5WNq0uE4NUk02aTvlSJbrtdvGfEG6h621Wur27W9TbfrU/gtmX0X2Tkn//skDbHFFYZbmBVVUXuoWtYBRf9gXWpjS1bk0KywOqJfXw32fT1+cq2RSmbFG0K2SJzt/aepOgoqhyk2xwMRS+Pcek4Ajotirmda0PYCWr1hy0AC1Be6AVaB90ADoEHYHmDD+0c3Tg6MHRhSvMeW5s0PfDp8GdwwJ+HL8FfMdn0T+5FTFnIiYOp6EMI3AYlVIoYJR70gNOfS8KQFA/ZAIHLpSPSiGYd5pJqiK0eTQSMgKfChX4pyFAG27raOs9CRxsPJ9yHkpwFA2iUIDjYVyp7Mi47PRcBSE4giovDAD3J5kI7f6Y8rt9KolzTL8MxHmK7izox9AbjlaP+XXPCZ5Nl1WZXoiQpTFZctJl/qdZNeKYfAJVnZoa+9kuYF0vATEEbKnGATkEbGHHAW8I2DY4A+IeoG4AfzyCPwRsi52B+T0gGAK2IceBcAjY9h0HoiHQNfs4Ye2D0nWH4wFzXe7uMD1grireH77xBHN5h/EexLmq++lwjzLqppIPEf8203cR9+K8uKfLC8Wbi829uPVcvOtnfwFM7cYJVN8M7gAAONZJREFUeF7t3Qm4TeXix/EUoW4qNLppHhF1EWmedStK/t2uJE24N6V5HlSiolK69zaglNBNRbdBSVQqGYooGS5CSYTMU+///N5913bOe86x137P3vusdc738zzrwXnfvfZau/b6nfWud9jGAADgYRv3BwAAhEGAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIg40aMGGGqVatmKlasaP7xj3+YzZs3u1VQBhAgADJmxowZ5pxzzjHbbLNNge3oo482H3/8sVsdMUeAACixFStWmJtuuslsv/32ydBo3ry5adu2rb0LCX72l7/8xcybN899OWKKAAHgTU1Tzz//vNl9992TIVGnTh0zcuTIZJ1p06aZ0047LVletWpVc++995rVq1fn2xPiiABBmfCnPz1jtyZNnjM//LDCLU4K6qHk1CSlpqkgGKpXr2769OljNm7c6Fa1hg0bZg466KBk/X322ccMHDjQrYYYIUBQJgTBoO36699zi5MIkJJTE5SaooIgUBPVNddcY5YuXepWLWT9+vWmR48e9gF78PpmzZqZ8ePHu1URAwQIyoQgGI4/vp/984sv5rtVLALEn5qc1PSkJqjg4q+mqalTp7pVU1q0aJFp37692Xbbbe1+9Kf+rZ8jPggQlAlBMPTv/5X9s3XrV82mTYW7jhIgftTUpCanIDjUFPXmm2+61dKmOw/dgQT71Z2J7lB0p4LoI0BQJgTBsH79JnPeeYPs3wcP/satRoCkacKECTm5wGcroJBdBAjKhPzBMGrUHPv3k09+waxYsa7Yeije4sXLTIcO1+e0iam4JjL14kI0ESAoE9xg6NTpP/bfDz/8ab5aheuhoA0bNpsXX/zaHHXUbaZGjWNNhQoVc/6QuyQP6ZFbBAjKBDcYZs1aaho1etZu+ntx9bDFmDFzTcuWiea/Bg0eN02aXGOGDBnmVsuZdLsJI/cIEJQJRQVDjx6f2J/pbiRQVL3ybvbsX5N3bNqOPbaveeaZCWbt2g1u1ZwLM1ARpYcAQZlQVDAsX77WPgfRzz/6aE6x9T788L95v2lPNYsWrSzw87JOz4fUxNe48XPJz+X220ean36K3udQ1FQpLVq0yLu7nOVWRQ4RICgTigoGGTToG/vzFi0G2fZ9t97mzb/bZq7g5+3avWFeeOErs2BB8aPZ407dmxWYQbhqa9NmqJk06Se3auS4kzUqUG699Vbz22+/uVWRAwQIygQ3GAK6WGpMiMoUDEXV69fvq7yL0sBkWbBdfPFr5rnnJpo5c5YVqB9n48YtSH4e2k4/fYB5883vbJDGiaaLP/zww5NBsueee+b9d+xnfv89XucRdwQIyoSigiHw+efzbVkwSr24etOmLTZ9+oxLPkjOv7VqNcT885/jzfffL3FfFgvz568wN9wwInk+mjPsiSc+NytXrnerxoYepvfu3dvsuuuuySBp2LChGTt2rFsVWUKAoEzYWjCI5sfKHwipzJix1D5Izv/berBpoOKTT44z33zzs/uyyFm9eoM91qZNn08ef5cu75p585a7VWNryZIlplOnTgWmjW/Tpk1eaBY9nQ0yhwBBmZAqGDRDr37rTlWvKLrY9u07yT4ncMPk7LMHmp49x9rnB1FqPdGxDB/+vTnjjJeSx3rhhUPs3Vg2LFu2zIwbN868/PLLpnv37ua+++4zt9xyi7nsssvsn/q3fq5y1VP9TJsyZYo55ZRTkiGyww47mK5du5o1a9a4VZEhBAiQhoULfzMDBkw27du/WShMdLF+6KFPzJdfLixyHq5cmTx5kWnb9vXkcelhuToTZPKYNIHiU089Zc4///wCXWzT2fQ6vV778ZmQsTivv/66OeCAA5Lvs++++5rBgwe71ZABBAjg6eefV9n5tq66aniBnlzaTj31xbzffkebsWN/sL2/wgpe77OuieYBu/vuUckydc/t3v0T2505E6ZPn27uvPNOU7t27UJhoK1ChQrmkEMOMSeddFJemJ5h7z6CTf/Wz1Wueu5rtWm/2r/ep6TWrVtnunXrZnbaaafk/o8//vi8O8VJblWUAAGCWNLDbHXN1UPvKFi6dI0ZOvRbOyDvmGO2NJVpO/HE/vbCrrEo69ZtfRR1/telu67J11//lPx5hw5vmZkzMzP1xxtvvGGaNm1a6IJ/6KGHmo4dO5pXX33V3kFs2BBu4KHqqb5ep9drP+6+9X5635L68ccfTbt27ZKhpTm9rrzyyrzwj/7zqzggQBA7a9ZstL2idKFUz6Ko0QA9PX+47rp3Czy81nbccX3tYL0RI2bZ83AF9XzWNdm4cbN56aXJ5uOPM7Pm+KBBg0zdunULXNj170ceeSTv7ugHt3qJaH/ab1Hvp+MoKT13yR+CO++8s3n00UdDhx6KRoAgdu6/f0zyYjx3buYfxmaSekG9885Mc/PN75tmzfoWCBNNGaKuwfkFZaW5rokeRh933HHJi+12221nLr74YjNx4kS3alboffR+et/gGHQ8Oq6Seumll0ytWrWS+1WT2n/+s2WqG6SHAEGs6Df34OI5bFjJ28pzae3ajWbkyNnmzjs/TN5h/PWvQwvUCc6tNNY10XODG2+8MdkdNpjCfebMmW7VnND75l+1UMel49NxlsSqVavMXXfdZapUqZIMkjPPPNN89913blWkQIAgNtQD6qST+tsLp5qB4kwBoWcW7vxb+YMhl+ua6GKdf+ZbDcj78ssv3WqlQseh4wmOTceZiVCbM2dO3h1e6+R+K1WqZK677jrz66+/ulVRDAIEsaBmnKDr7LnnvpKxEdS6EL399tvm8ccfL3Lsgn6u8kxcsMJwgyEX65oMHTrUrjSoi2jlypXt6G7NghslOh4dl45Px6nj1XFnwujRo039+vWTQaJ96+E+UiNAEAtPP/2lvWCqh9OUKf49aLRY0RNPPGHOO+88+yA1uGiE2VRfr9PrtZ9scIMh2+uaaAxG0ESkZWRz9ZzDl45Px6nj1XHr+DNh06ZN5plnnjG77bZb8r93JsemlFUECCJv/PiFyXEWGhGeLvW0GTBggB2HUNQYhF122SVv/42KHLugn6vcfY32o/1pv5nsyVNUMGRrXRONuQjOp3nz5nbK9DjQcep4g2PXeWSKpj8J9sszkdQIEETasmVr8y4WL9uLZceOb6U1a6wu7FrBTiOR81/8NUr573//u3nttddCr/Gteqqv1+Uf5axN+9f7ZCJIigqGsOuapCN/eFxyySWxW+VPx6vjznSIaFp4AiQ8AgSRFkyCqJHdixevdouLNWrUKHPYYYclLwbqcXPVVVeZTz8t+CzBl/aj/eXvyaP30/uWRHHBkGpdk3So2Sc45s6dO8d2CnQdt44/OJdMNGcRIOkhQBBZ6r6qi2TDhs/Y9brDWL16tR1pnD84tJLdTz9lZ7Ek7Vf7zx8ken8dh4/igiHMuiZh6C4qeObRtm3b2IZHQMev89D56Lx0fiVBgKSHAEEkaTr1YBT3I4+EW9/h22+/LTCS+eyzzzazZ892q2WF3kfvF7y3jkPHk66tBUPYdU2Ko55kQW8rPUOIW7NVcXQewTMRnV9JeswRIOkhQBA5GnCnqcd1gdSqgBozkYqalIKFhTSNd9++fd0qOaH31fvrOHQ86TaZpQqGdNc1CWjwXTDOQ72Y4vLAPCydT9A7S+fpO9iQAEkPAYLIefDBLVOVhFlO9p133kletPWA+5tvCo/cziW9f/CgXcel4wsrVTD4rmuiEdw6Ho2jiHpXXV86r2CciM7XBwGSHgIEkfLBB7OTF8c33kj9BdZv+EF4NGjQIGvPOtKl49DxBCGS7p1IJmkOqWB6Eo1hKct0fjpPna/P3FkESHoIEETGggW/mKZNe9rwuPXWD9ziQvQFD5qtdLFevjxay7TqeIIQ0XGWxgVJD5mDiRE1HUjURphnms4vmPZE551uJwECJD0ECCJBI4HPOKONqVWrpTnllO55X+T1bpUCtExp8MBczUVRufNw6biC5iwdb66XV9VU6Hpv9VCKytxW2abzDHqapTsVPAGSHgIEkXD33XfbL+1OO+2XdwFIPYXEFVdcYeureSjqU07o+IJmNh13rui373r16tn31ay25YnOV+et80/nLoQASQ8BglKnyeyCtR8eeOABt7iQDz/8MPklL63eVunScQbHrOPPBa3op/fTZ1uSrq1xpPMN/p9KZ2VDAiQ9BAhK1ZIlS8wf//hH+4XV3FKp2ujXr1+fHGGucRdxEowT0fHrPMLSuupDhkw1afwibQUr8GlxpvJI563z1+cQFgGSHgIEpapFixb2y1qjRg2zYMECt7gQzTml+hr5natBgpmi4w1GrOs8wjrllBdtx4Jvvgk/C/H06dOTF8Ky2m03FZ138Bno8wiDAEkPAYJSE4SBZrYdNmyYW1yIJisMJkbU9CFxpOPW8es8wk6+qPEwCpAJExa6RcUKJkvUM4DyLHgGFHayRQIkPQQISoX66Ae/jWuG2zBefPHF5N1HVHtdpaLjDs5b5xNGugGih8ZB0D7yyCNucbmi8w8CO8zDdAIkPQQIck5dWY844gj7JT3yyCPN2rVr3SpF0jMSvUaz4MaZjl/nofMJI90AUa+v4CL4ww8/uMXlis4/+CzC9NYjQNJDgCDnOnToYL+g6to6bdo0t7hIc+fOTfbtHzs23OSKUaXj13nofHReqaQbIE8++aTd/6GHHuoWlUv6HPR56HNJhQBJDwGCnNJ028EXVEuIhhVMUXHggQe6RbGk89D5hJlaJN0AOf/88+2+O3Xq5BaVS/oc9Hnoc0mFAEkPAYKc0TriwdQjrVq1cou3SmuR63Vhn5dEnc5D56PzSiXdANljjz3svocMGeIWlUv6HPR56HNJhQBJDwGCnNBUJcGcTLVr1zbLlqWeZTegsSHBuuRDhw51i2NJ56Hz0XmlGvuSToDocw0ugD7rkZRF+hyCzyTV/3cESHoIEOTEvffea7+UmiU13ZlpNX4i+FLHtfeVS+cRnFOq8SzpBMgXX3yR/JzTGaxYlulzCGYj1uezNQRIeggQZN2YMWOS00p07drVLU5J62notfptvSwJ7qpSrReSToAEXZ21uBK2CBabStV1mgBJDwGCrFq6dKnZZ5997BfyhBNOSNlcU5TevXvb1zdu3NgtijWdj85L57c16QRIz5497T5PPPFEt6hc0+ehz0Wfz9YQIOkhQJBVQY+g6tWrm/nz57vFoQTNX+ecc45bFGs6H52Xzm9r0gmQsvpZlVTYz5oASQ8Bgqzp0qVL8suYzoyorhtuuMHuo6xNChhM9qfz25p0AqSsflYlFfazJkDSQ4Aga5o3b26/iHqAWZIeQUE//ssvv9wtijWdj84r1XiNdAKkrH5WJRX2syZA0kOAIGtWr16dHDBXv359s27dOrdKKGX1t+qwvxWnEyBl9bMqqbCfNQGSHgIEWTV58uTk5IGdO3d2i0Mpq+36Ydvl0wmQsvpZlVTYz5oASQ8BgqwL5mbStO3Dhw93i1OiF1b4AKEXVtHohZUdBAhy4txzz7Vfypo1a5qFC1NfCPNjHEj4AGEcSNEYB5IdBAhy4pdffjG1atWyX8yTTz45rfEgjEQPHyCMRC+MkejZQ4AgZ0aNGpWckr1bt25ucbGYCyt8gDAXVmHMhZU9BAhyKlhqtVKlSubzzz93i4tVnmfjbdz4UVOv3kPmyy/nuUVFYjbegpiNN3sIEOTUxo0bTdOmTe0XdP/99zfLly93qxSpPK8Hsv/+5+Vd/M4wY8dOdouKxHogBbEeSPYQIMi5OXPmJJukLrroIre4SOV5RcI//GFnU6FCRfPRR6PdoiKxImFBrEiYPQQISsXgwYOTX9S+ffu6xUUqr2ui77jjjrb+Rx995BYViTXRt2BN9OwiQFBqrrjiCvtF1QVy+vTpbnEhQRdVDUyMa28sHXcwsDJVl9JAugHy+++/m3333de+5pFHHnGLyxWdvz4HfR76XFIhQNJDgKDUrFq1yhx22GH2y3rUUUelnOpkw4YNyQvjTTfd5BbHgo47uKDpfMJIN0Ak6KxQr149t6hc0fnrc9DnEQYBkh4CBKXqq6++MpUrV7Zf2Ouuu84tLqRPnz7Ju5BU4yeiRscb3H3oPMLyCRDd0QUXwokTJ7rF5YLOO/gMwtzhCgGSHgIEpS7oYaWpTv7zn/+4xQVoUFhw13L22We7xZGm49Vx6/jTGeTnEyAS9HYrrxMrBhMo6nMIiwBJDwGCUqe26WCyu9122838+OOPbpUCPvzww+SXPOwD+NKm4wyOWcefDt8A0Rosep2WE545c6ZbXKbpfINllNNZi4YASQ8BgkhYvHix2Xvvve0X99RTT005Ojt4AL/DDjuE6l1TmnR8Ok4dr447Xb4BomAOngG0b9/eLS7TdL46b51/mIfnAQIkPQQIImPkyJHJsR7du3d3iwtYs2aNqVu3rq17wAEHRLZXlo5Lx6fj1PHquNPlGyAyaNAg+1p9rl9++aVbXCbpPIP/j3T+6SBA0kOAIFJuv/12++XVVCepJr7TF3zXXXe19Rs0aBB6VHuu6Hh0XDo+HafvBakkAaLfvo877jj7+oYNG6a8s4s7nZ/OU+er807n7kMIkPQQIIgUTXXSpEmT5J3FihUr3CoFfPrpp8nmIV2so3InouMIwkPHp+P0VZIAkSlTpiRnow0zdUqcBR0ydL4673QRIOkhQBA5//3vf83OO+9sv8RhehBpPY0gRBQ633zzjVslp/T+QbOVjivVeh+plDRA5MYbb7T7UJfpstqtV+cVdAnX+fogQNJDgCCSXnnlleQXuX///m5xIfoNP2jO0kW7tHpn6X2DMNPxlOTOI5CJANEgzaOPPtruR4srpbqzixudT7BolM4z1aDU4hAg6SFAEFlBT5o//OEP5vvvv3eLC9G6D8GDdW0ad5GrwYZ6n2CchzYdR6bW48hEgIi6tlarVs3uq3nz5ra5sCzQeeh8dF46v5J0WSZA0kOAILI01Ukwk6p+qwwz+G716tXmyiuvTF4ENPJb04dk69mI9qv9ByPMten9dRyZkqkAkddeey3ZQ6lt27ZpP2SOGh2/zkPno/PS+ZUEAZIeAgSRNmnSpGS79vXXX+8WF0urHwYj1oMg0Sy4mWhSEu1H+8sfHHo/vW+mZTJA5Kmnnkoec+fOnWMbIjpuHX9wLjqvkiJA0kOAIPIee+wx+4XWVCfpPJDWZIWacyqYgDHY9IBbKwLqt9VFixa5LyuS6qm+Xhc8IA827V/vE3ZyxHTormv77be375PuCPatCSZb1HbJJZfErjlLx6vjDs4h7GSJqRAg6SFAEHn6TTN4vrD77run3RylC/uAAQPs+hsKofwXf21a3KpRo0bmjDPOMJdddlly07/182Dxq/yb9qP9ab+ZDo61a9eaN99801x66aUF3ltBNXr0aLe6t/whomcIcXmwruMMnnloy1R4aMJF/TcP9lu/fn0zYcIEtxryIUAQCz///LPZa6+97Bf79NNP9252mTdvnh0roLXIg67CYTfV1+v0eu0nk/TMRGt3/+Uvf7GdBvK/r9r28wffhRdeaFd1zAQ1+wTPRNSLKepdfHV8QW8rHXcmmq2WLVtmm0c1eNX9b673uPzyy0PfqZY3BAhi44MPPkhe7B5++GG32It67Lz99tvm8ccfN/fdd5+55ZZb7N2H/tS/9XOVl6RnT3H0m/RLL71k1+quWrVqgQuX/q2fq1z11Jxy5plnJsv17OWuu+6yHQ1KaujQocneWXre1Lt378iNWNfx6LiC52E6Xh13SWzatMk888wzdgLP4HPV3Fl6jjV+/HjTrFmz5M/1fvp/LkxHjvKEAEGs3HrrrfYLrecCcZzbacmSJaZfv362CSa4GAab7jx0B6I7keJ6cWm6+0MOOST5mlq1atmQKSkFZDBORJumA4nK56vjCKYn0abjLGmgqylQTVTBPmvWrGn++c9/2lDJb+DAgWafffZJ1tPdz7BhwwrUKc8IEMSKnjc0btzYfpkPPPBA+9Az6vTM5l//+pedZTiYUiTY9IxDzzp0UdKzjzD0GTz66KMFmuA0/cu4cePcqmnR4DuN4A6OUXd7GotT0ou1L72v3j+469Rx6fh8BwmKmv5at26d/NzUbKWFzH799Ve3apLC/J577ilwl3jaaaeZadOmuVXLHQIEsTNr1qxkk0ubNm3c4kj44Ycf7LOSE044IXkBDDY1mWha9/fee69ED+D1XEhjToL96zlJu3btUq6nkormkAomYNSmdTU0pUyuno/offR+wXoe2nQ8PnNbBdTUpya//N2u1SSYTk+ruXPnmosuuij5egXaNddcY5YuXepWLTcIEMTSyy+/nPwiv/jii25xqdBodLWTB5NB5t+01snf/vY3277uNpOUlMbKHH/88cn32mmnnUy3bt1K9Ju6aCr0/CP7tenfjzzyiA3ITNL+tN+i3i/dKdldauJTU1+wz4MPPti89dZbbrXQPv74Y3PUUUcl91ejRg3bjTtuXaEzgQBBbOm37eCCOWPGDLc4J/Qb7P3331/gghJs6nar3j2ffPKJ+7KsGDx4cIExLxqvUtIHzaIV/YLlcfNvmiWgY8eO5tVXX7WLZoW9m1I91dfr9PpgtoH8m94vnZUEi6ImvfzHrSY/Nf2FPc6t0UP9559/3nYrD/Zfp04du6ZNeUKAILZWrlxpf5vUl1cPWXPVQ+brr7+2beKHH354oQufnstoTZOSPo/wpQWrunbtmpzQUdvJJ59couafgMZJaMxF7dq1C523NjWh6QG/xscUNaZGP1d5UWNxtGm/2r/epyTUhKdfLoL3UROfmvrU5JdpWvNFU9kEgz21tWzZ0jazlgcECGJNA72CL6/vFN5haHEr9QBTQLgXviOOOMIGyuTJk92XlZr58+fb50PBMaq9/u9/18PizAwW1B2ExmCoq3H+38LT2fQ6vV77ycSyxOvWrTcPPfSQvSMN3kNNe2riyzbdAZ9zzjnJ91UPu9vuuM38tjr6nTxKggBB7PXs2dN+afWbph5MZ4IGKqqtu0uXLkX+xq2upA888ECJf1vOtrFjxya7wFardripX/9v5pVXJptNmzI7zkOD8XTXpWdTWo64qDE1+rnKVU/1M2nkyO9MkyaX5124a9pzVVOemvRybcSIEVvuTA/axuzZeU/Tf3p/87vxG/gadQQIYk8X+7POOst+affYYw/vUcN6uK35pjp16pQc9Z5/U3u6HvRqwas40efzwgsDzZFHXpx3t3S3+dOfnjEXXjjEfP75fLdq7MycudR07PiWPacDD+xk9t67mW3C81l7PlP0MP2Jp58wu56/q9nm3rz/d57ZxjR6vZEZu2isWzX2CBCUCQqNPffc017o1T0z7FQnem7y7rvv2ukqNJgsf2DojubEE0+0I6DVJBR3q1atNU8+OS7vN/Xn7AVXW5cu75p586K1lnwYy5evzbuj+cQ0brzlXG69dbj58cclbtVSs2TVEtPxk45mu2e3syGirc2Hbcz8VfH/fylAgKDMUPNBMCZCvW2KowF76uGjdSTc+bD0rECDxDTFhe+dTNTNn7/C3HDDiOSFV4HyxBOf5wVMbjohlISa3gYN+sacfPILyeNv2/Z1M3lydP9bTVk6xZz81snJENmx746m68SuZu2mcANHo4wAQZly88032yDQg3XNZxTQQDK1iWsgWLC+RrDpgadm+9UUI+VpUNi4cQtM69avJi/Ep58+wLz55ndm8+Zwd2+5piY3Nb0Fx3vGGS+ZYcOmm5A3m6Vu6H+HmgMGHZAMkn0H7muGzB7iVosVAgRlivr4awp2BYN6TD377LO2W2VRkxVecMEFdpBZHKZDyRb9Rj9kyNQCv9G3aTPUTJqU3pT52aQmNjW15b9jUlPc6tUlH8+Ra+s2rTPdJnUzf+j3h2SQnDD8BDPpl+z3FMsGAgRljuZQyj9lRbBpskJNkaEBbMVNVlherVixzjz88KcFnincfvtI89NPK92qOaMmNTWt5X9mo6Y3NcHF3Y+rfzTtPmpnKjxTwYaInpNcOeZKs3jtYrdqpBEgKJOCmVb1TESDyoYPHx56ssLybPbsX02nTv9JXrCPPbaveeaZCXmfXe6m6VATmprS1KQWHIea2tTkVtaM+3mcafJGk+TdyM79dzY9J/c0GzbH4+6KAEGZo26Ump9IAdK3b1+3GCGMGTPXtGw5KHkBP/vsgebdd7M/K6+aztSEFryvmtbUxJbpcStRM2DGAFPr5VrJIDlk8CHm7Xlvu9UihwBBmfP+++/b8NBU3Vubphtbt2HDZvPCC1+ZE07on7ygX375MDNtWuabWdRUpiaz4H3UlKYmNTWtlRerNq4yd42/y1R5vkoySMb8OMat5i3YZyZldm9ABHTo0MEGiMaDoOSWLtX8WqNNo0bP2ou7/uzV67MCdYILv55X/PBD8c8ognr5zZq11Bx3XN9kmZrQ1JRWXs35bY65aORF5rAhh5n//lb0oNXZK2ab6z+73hz57yPNLv13MZWfr2x7dR375rHmnvH3mKm/Fp4ahgABUtAsqRqNrgBRDyxkju48dAeii/xJJ/UvUBZc/LVdf33x08kUFSDff7/EhpKazEaPnlOgDIX1mtzLVHyuYjIQittcxf28JDK7N6CUaalShYcWI1q8OPNNLdDEkvPNlCkFZ7YNguH44/vZP1WnKEUFiJSnpqqSeHzK4zYE1HtLvbjUxLVs/TLbPXjuyrnms0Wfmfsn3m/qvFrHfSkBAqRy7bXX2gDRFObInSAY+vf/yv6pXlNFPfguLkCQ2ryV80yl5yrZEHh55stucUoECLAVmv/qj3/8ow0QTRGO3AmCYf36Tea88xK9twYP/satRoCUwG3jbrMBoPm0fBAgwFZ8/vnnybEfCxcudIuRRfmDYdSoOfbv6oLrNk0RIP40o68C4MOFH7pFoRAgwFZoZTgFyLHHHusWIcvcYAgGI6orbn5uPYRX/YXqNgCWrvObr40AAbZCa4ArQHr16uUWIcvcYFDXXPWs0qa/F1cP4QU9rzZu9psVgAABijFx4kQbHloHe86cOW4xsqyoYOjR4xP7M92NBIqqh3C4AwGy5M4777QBouVbkXtFBYMWfQpm+f3ooznF1kM4PAMBsuSwww6zAfLQQw+5RciB4oJBiz/p5y1aDLJToxRXD6kFvbAuGXWJWxQKAQIUYerUqckp27///nu3GDlQXDBoLEiwaJXm1SquHlILxoFoEOGgWYPc4pQIEKAIXbt2teFRr149twg5srVg0EqCKgtGqRdXD6lpqneFgEKk/ej25uOfPjYr1q8w6zevtwGjkegPTHzA1P13XfelBAhQlCOPPNIGyH333ecWIUdSBYPmxwrqbK0eUuvxVQ+7AFUQCMVtruJ+XhKZ3RuQYzNmzEg2X33zTeGRz8iNVMGgGXrzryyIkpm5Yqbp8lkXU+/f9Uy1/tXsbLy1B9Y2zYY1M/dOuNdM+3Wa+xICBHB1797dhsehhx7qFgHIMgIEsdaoUSMbIHfccYdbBCDLCBDE1ty5c+3AQQXIhAkT3GIAWUaAILYee+wxGx7777+/WwQgBwgQxFazZs1sgNx4441uEYAcIEAQS5quXdO2K0A++6zg+twAcoMAQSz16dPHhketWrXsQlIAco8AQSxpyVoFSOfOnd0iADlCgCB2Fi9ebCpWrGgDZPTo0W4xgBwhQBA7zz33nA2P3Xff3WzatMktBpAjBAhi56yzzrIBcvXVV7tFAHKIAEGsLFu2zGy//fY2QEaMGOEWA8ghAgSx8uKLL9rwqF69utmwYYNbDCCHCBDEynnnnWcD5LLLLnOLAOQYAYLYWLlypalSpYoNkLfeesstBpBjBAhiY/DgwTY8qlWrZtatW+cWA8gxAgSx0bp1axsgf/3rX90iAKWAAEEsrFmzxuy44442QF577TW3GEApIEAQC6+//roNjx122MGsXr3aLQZQCggQxEKbNm1sgLRq1cotAlBKCBBE3vr1683OO+9sA+SVV15xiwGUEgIEkff222/b8KhcubJZsWKFWwyglBAgiLzLL7/cBsi5557rFgEoRQQIIm3jxo2mRo0aNkD69+/vFgMoRQQIIu2DDz6w4VGpUiWzdOlStxhAKSJAEGkdO3a0AXLGGWe4RQBKGQGCyNJiUVWrVrUB8vTTT7vFAEoZAYLIeuedd2x4aGvRooXZvHmzWwVAKSJAEFnXXXddMkC06d8AooMAQST9/vvvZp999rHB0bx582SI9OjRw60KoJQQIIikL774wgZGhQoVzIIFC+z658G/tSohgNJHgCBStM6HwuOUU06xgXHMMcfYn+uBesuWLZNdet99913nlQByjQBBqfr222/NTTfdZP7v//7P/OlPfzLbb799gece7dq1S9Zdu3atOe644+zPNbX7l19+uWVHAHKOAEHOLFq0yLz55pvmjjvuMKeffnpygkR323bbbc2BBx5oGjdubH788ccC+/j1119NnTp1bL3ddtvNfP/99wXKAeQOAYKsWLVqlRkzZozp1auXnYK9du3ahYIi2IK7Do356Nevn33t1syfPz/5gH3//fc3P/30k1sFQA4QICg5jc/4+muz8NlnzbNXXWXq169v7yLcoNCmuw7dfdx+++32bkR3JT///LO941B5rVq1zNy5c913KGTatGmmevXq9jUNGjRgll6gFBAgcfbtt8Z06mTMoYcas+OOxuywgzGHHKL5PxJl2TJvnjFDhxpz443GnHBC4r3zLuRT8rZrdSfxv7DQw+6jjz7aXHPNNeaFF16wF/3izJo1y+yxxx72dYcddphZsmSJW6WQTz/9NDlSXQ/d9QAeQO4QIHGl8RDbbWcv3EVuKnv4YfdV6Vu+3Jj33zemWzdjWrQweVf5wu/1v+2Xgw82r198sen7xBO2J5UeeqdjwoQJZqeddrKB0LRp01BL1+ouZru8c9Vr9CCe0epA7hAgcZR3gbYX7QoVjLniCmPGjTNm5UpjdMFVz6Qrr0yUqU7v3u6ri7dhgzETJxrz1FPGXHqpMYcfXigkklv16sacc44x992nFZ/0dNvdm5f388IqeCZyTt7+1X03lWeffdbW13bttde6xQCyhACJmx9+MHlX2MRFvF8/t3QLlamO6s6f75YmzJhhzMCBmjPEGI23qFKlcFBoq1rV5N0SGNOlizGDB6u9yd1TRg3MO6bgGYoWkwqja9euyRDp3r27WwwgCwiQuLnjjsRF/cIL3ZLCWrVK1L3zzoI/37jRmPr1CwdFsNWta8xllxmjGXAnTUrUzzH13goC4U73+IvRoUMHW1+j1fXMBUB2ESBx06hR4iI/YoRbUth77yXq/m80d5IeNu+2W6Jsr72Madky8Uxl5EhjItSbSQMMgxDp06ePW1yImrvOP/98W79ixYp2Nl8A2UOAxM2uuyYu/GFW5/vll0TdGjXcksTD8UWL3J9GiiZUbNOmjQ0EPSj/97//7VYpRA/ujz/+ePsajVYfp+dDALKCAImbvN+sbSiEaVbSQ3HV1WtiakPeOWg1QgVClSpVzOjRo90qhWi0et26de1ratasaeYwWh3ICgIkbjJ1BxIjK1euNA0bNrSBsMsuu5jJkye7VQrRaHWNfj8y7zXd99vPrHemRAFQcgRI3ATPQDQ2IxU9J1Hdxo3dktjRaPWDDjrIhsjee+8darT6f6dNM92rVzef6TNQpwE12wHIGAIkbm6/PREKrVu7JYWpp5bqqudWGTB79uy0R6uvGjs20Q1Zn8PJJyc6EADICAIkbjSNSKVKiQvigAFu6RZadEl1NA5EY0fKiIkTJyZHqzdp0iTUaHUzbNiWUfsKXkarAxlBgMRRz56Ji6FGm191VWL0uS6ka9YYM368MVdfvWUk+mOPua+OvQ8++CA5Wv3Pf/6z2RimQ8FzzyU+D22dO7ulADwQIHH14IPGbLvtlouiu6lM81eVUa+88kpytHr79u3d4qLdf/+Wz+ehh9xSAGkiQOJs6tTEzLsHH5yYiVdt/fp7hw6JsjLusby7KwXIbnnbv8M+59HnFdy99e/vlgJIAwGCWOt2883m6rxAeD1v26hJIFPR848LLkiEiMbHaCJIAF4IEMSaRqt/fckl5veg2e7VV90qhWmaea1jotdoLZMvvnBrAAiBAEH8acT9mWcmAqFyZWM++sitUdiyZcbUq5d4Tc2axkyf7tYAkAIBgrJB66E0bJgIhJ13tkvsprRggTG1aydes99+xixc6NYAsBUECMqOxYuNOeigRCDsvbcxc+a4NQrT0r+a6kWvYbQ6kBYCJI70ILhXL63n6pZg9mxj9twzEQhaK17zgaWi0erqxabXnHQSo9WBkAiQONLIal3s9t/fLYFoEaxq1RKfkdZCCTNaffjwLTMda7T677+7NQA4CJA40nrlutBpISgUTYtjBUv/nn12uOnvn38+UV8b64gAKREgcaMeR8GU7i+95JYiv0GDtozW1xK9YShEbriBZiwgBAIkbt59N3FB1G/XPPBN7fHHt9xVaCZjABlDgMTNlVduaZZBOLfcsiVEnnzSLQXgiQCJk02bjNltt8SFsG9ftxTF0QPxtm0Tn5uatIYMcWsA8ECAxMmoUYmLoHoLhVhMCfno2dFZZyU+P41W12cJoEQIkDj5+98TF8DTTnNLEMaqVVuWBN5ll8R0JsXRAMNOnRJjSTRflsaJHHJIYjZflQEgQGJDgwc1uloXv3/8wy1FWBqtfsQRic9yxQq3NKFHjy0rGBa1qezhh91XAeUOARIXn366pQ3/p5/cUqRDz0SKW9b2iScSn7PWC7niisR4EM2zpcGIWvlRnRiC1R5793ZfDZQrBEhcXH994qJ1/PFuCTJFa8cHgw/79XNLt1CZ6qju/PluKVBuECBxse++iYuWfkNGdmhVQ33GF17olhTWqlWi7p13uiVAuUGAxIGaToJmFf2WjOwIHrCPGOGWFPbee4m6mmsLKKcIkDi47TYuVrkQTBGzdKlbUphm+VVdTQUPlFMESBwcfHDiYkXPn+wKZuMNM/GixpWorl4DlFMESNRNnpy4UGmbNcstRSZxBwKkhQCJunvuSVyoGjRwS5BpwTOQ9993SwrTcxLVbdzYLQHKDQIk4ibVqWN+1IXqgQfcImSaZuvVZ60FpVJRTy3VVc8toJwiQCJs7nffmTZ5F6m787blTJ+RffPmGVOpUiIYBgxwS7d48cVEHY0DoVccyjECJMIefPDBvOvUNuZYTb2B3OjZMxEO6jJ91VWJLtQahb5mjTHjxxtz9dVbRqI/9pj7aqBcIUAi7Oijj7YBcvfdd7tFyKa84E6uZFjUprJu3dxXAeUOARJRs2fPzvtFt4INkK+++sotRrZNnZqYeVddqDUTb9Wqib936JAoA0CARNWjjz5qw+PAAw90iwAgEgiQiGrSpIkNkFu0HCsARBABEkHz589PNl+N03TiABBBBEgE9e7d24ZH7dq1ze9auwIAIogAiaATTjjBBkiXLl3cIgCIDAIkYhYtWmS22247GyCffPKJWwwAkUGARMy//vUvGx577bWX2VzcsqsAEAEESMScfvrpNkA6derkFgFApBAgEbJ06VJTqVIlGyAjR450iwEgUgiQCOnXr58Nj5o1a5qNYRY1AoBSRIBEyJ///GcbIFdccYVbBACRQ4BExIoVK0zlypVtgLzzzjtuMQBEDgESEQMHDrThscsuu5j169e7xQAQOQRIRFxwwQU2QNq2besWAUAkESClZPr06ebll1821157rWnYsKEND22vvfaaWxUAIokAyYFffvnFDB8+3Nx1113mrLPOss1UQWDk3zQC/bfffnNfDgCRRIBk2OrVq82nn35qHnvsMdO6dWuz3377FQqKYKtVq5Y5//zzzcMPP2zef/99+1oAiAsCpISmTJlinn/+edOxY0fToEGD5DxW7rbTTjuZU045xdx6663mjTfeMAsXLnR3BQCxktEACS6WqYStFzULFiwwr7/+urn55pvNSSedZEPBDQptFStWNEcddZSdjkSDAxUyAFDWZPQqHjYYwtZzaZ3w66+/3hx55JH2OYLGTey7777m2GOPNffcc4+ZmsG1qvUsQtOJ9OjRw7Rs2dJObugGRbAdcMAB5qKLLjKPP/64GTt2rFmzZo27OwAoc9K/im9F2GAIWy+/Xr162d/s3Yu3u/nQtCGTJk0yTz/9tGnfvr2pW7duof0G26677mqaN29uA0sPxjV/FQCUR35X3GKEvYiHrRfQb/aqr2Ve27VrZ8aMGWOWLVtm1q1bZ+bOnWs+++wzc//995s6deq4Ly3SrFmzzODBg+2CTU2bNjVVq1YtFBTaqlSpYo455hhz3XXX2YF+M2bMcHcFAOVW+Kt4CGGDIWw9mTdvXnKGWo2b8KHA6dq1qznnnHNM9erVCwVFsB1++OHm0ksvNU8++aSZMGGC2bBhg7srAMD/hLuKhxQ2GMLWk9tuu83WbdOmjVsUyvjx4wsFhbY99tjDtGjRwnTr1s12oV2+fLn7UgDAVoS7iofkXqRTbWE0atTI1v3www/dolAWL15sm6G0zvgNN9xgR3rrrgYAUDLhruIhuQGRagsjaHLiYTUAREu4q3hIYYMhbD0Jel6xwBIAREu4q3hIYYMhbD3hDgQAoincVTyksMGQv97EiRPtiG31gFJ3Wg3YO/XUU5Oz0pb0GQgAIDtSX+3T4BMgCog+ffqYr7/+2qxatcreaYwYMcLUr1/fDtYLemFdcsklzl4AAKUp9dU+DT4BUhwN9tN0JcE4EA0iHDRokFsNAFBKtn4VT1OYYJAw9RQcNWrUsH/v2bOnra8Q0VQjH3/8sV1DXEu/qp5Goj/wwAN2ChIAQG5s/SqepjDBIFurpwF9GjnepEkTuwBTQJMaFjdVev4NAJAbkbniukFw2mmnmU2bNhWoM3PmTDt/Vb169Uy1atXsbLy1a9c2zZo1M/fee6+ZNm1agfoAgOyJTIAEfv75Z/PKK6+Yvffe285fBQCIpsgFSGDUqFFmn332cX8MAIiIyAaIFnRSExUAIJoiGyDvvfeeHQsCAIimUg8QLUf76quv2uVqtUCU1h3XOuK1atUy77zzjlsdABARpR4gGsOh9cT1vEMTJ2oqk1atWpkvvvjCrQoAiJBSDxAAQDwRIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8/D8KUcLMtai5OQAAAABJRU5ErkJggg==)
| Product Number | 4H23-5-27 |
| CAS | 1224944-77-7 |
| MDL Number | MFCD12407819 |
| Molecular Formula | C9H8ClN3O2 |
| Molecular Weight | 225.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory