![Ethyl 1-[1,3-dimethyl-4-(trifluoromethyl)-1H-pyrazolo[3,4-b]pyridin-6-yl]piperidine-4-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABF6AAARegFJQfdCAAAC33pUWHRtb2xTb3VyY2UAAHicjZZtb5swEMe/yonXi7HPYKBKUlWtKk1qO2ntpL2bXEJbpAAV0Dx8+52BPEAYnkhy5vz/nbF9vjC/3mVr2CRllRb5whGMO5DkcbFK8/eF8+vlfhY618t5TCIS5tXC+ajrzyvX3W63LP5IMr0rchYXmdP2X+2qtKfZSlaU7y5yLtzfjw/PDTNL86rWeZwQVaVXVeN8KGJdN0/xjyHcTJebNHdbuZuVmzbaH+Tmw9muWjmnudxS3w2h8JauE3grykzXsEHO6MO/wXuSJ6WukxW87sktmUdzX84f74r4K0vympomQhrr9XNdfsXkyIp1En9RMGp8v1s4mSBA10V2U5Z6D6Zl3FqARtAStAfaB61AB6BD0BFowelL/YIEghSCJII0gkSCVIJkgnRIOjRxSIekQ9Ih6VDR/qwT84Av+8+EZgm38KP7muups6frqfOZ33tz0aIjbTWyCBWHoxXMj2iooz34acH8UB1tSG6fQ0AqmkBnOqciSaAOxiOnjECShCMgE+hTGKa8KCCDyL2Bs1N2XN9IJkMyinlKRg7szQw48z0MIWKckwkZSjKKqYiMT9jJeESTkUyJ013X1wFdHzIekBFM8vM7P1IRcCYkrQyy0Gui8DAMKIrvSzkIPaPFkgHCTLAgMPZw31pKG/eYN8v5a5GvzpqQrhbOq3CahPqZvFXY5ZQDRblKSpq5CWCk5wD2AZOB04DsAyZfpwGvD5jsPgI4BvgXgJoeQfUBc3KmgaAPmHM2DYR9wJzKaSDqA80ZniZMf2/rmjNvYcTFzK0IXj6ZJUXEYMvbKnRkbkaZwa63VcvCDDa+rXIWZrD3bVW0MIPtb6uoZQ3CESa0jDNIgrZKTzM4zIKmqluO8PDQG0ZYxsHLdbMygzxo/2kszDAP8D+YkTxAS1XCQR60/34WJhhhfAsTjjCj5ck9q8/u4R2AmhfvB+7Zy4NLr0zLvyuQqIuBi5D5AAA6bElEQVR4Xu3dB5QUVd7+cbOAiphQFjEiCKKYMKMguooYFlcFXNOKLKuCaQ1/0wq4vphWVwTf1ywqKCIGUBEWBcOKKGIOyKqAgig5gwi//zx3TrUzNd091bcnVHV/P+f0QfrWdFeXzH26blzPAADwsF74CQAAoiBAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACIiZkzZ9rll19uLVu2tM0228y22GILa9WqlV1wwQX2/vvvlzt2vfXWc490spVVpep/BwBApcaMGWP169e3pk2b2jPPPGPz58+3FStW2DvvvGOnnHJKhUDIFhLZyqpS9b8DACCrGTNmuLuNxo0b29y5c8PFTt++fcv9PVtIZCurStX/DgCArC699FJX4Q8cODBclFG2kMhWVpWq/x0AAFk1b97cVfjTpk0LF2WULSSylVWl6n8HAEBWderUcRX+qlWrwkUZBSGR7VHdqv8dAABZ5RMg6WQrq0rV/w4AgKxowgIAeAk60QcNGhQuyihbSKQrGzdunHXo0MGN9mrUqJGde+65NmfOnHLH5Cr9uwMAasz06dNdxd6kSRObN29euNjp169fub+nC4lAurL27dvbiBEjbNasWbZkyRI3LPjoo48ud0yu0r87AKBGBRMJmzVrZsOHD7cFCxa4iYQTJ06slomES5cutXr16oWfzkn2dwAA1BhNKNRSJi1atLC6deu6u5K99trLevToYZMnTy53bLaQyFYmy5Yts/79+1unTp3CRTnJ/A4AgIIThEvDhg1z6rRPhwABgCKzePFiu+mmm6xt27bhopwQIABQhBQiWvE3HwQIABSBzp0725QpU2zlypVu2fhevXrRBwIAqNzIkSOtTZs2rnNew4V79uzplozPBwECADGiO4Q77rjDfvjhh3BR7BAgABAjo0ePdqOkbr755nBR7BAgABAjL774oguQG2+8MVwUOwQIAMQIAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAMjZvHnzrGPHji5ATj/99HBx7BAgAFDL1qxZY/fcc49ttdVWLjzq1atnzz33XPiw2CFAAKAWjR071lq0aOGCo06dOq7patmyZeHDYokAAYBa8PXXX9tJJ53kgiNosvruu+/Ch8UaAQIANWjx4sV21VVX2SabbOKCY99997UJEyaED0sEAgQAasDatWvtoYcesoYNG7rg2G677eyBBx5wzycVAQIA1eytt96y/fff3wXHxhtvbFdccYUtWrQofFjiECAAUE1mzJhhXbt2TfVznHDCCTZ16tTwYYlFgABAVVu+3N666SbbpW5dFxzNmze30aNHh49KPAIEAKrS0KFmTZrYpJLgOL9BA7vrrrvsl19+CR9VEAgQAKgKkyebHX54Sa1aUq1uuKHZX/5iK+fODR9VUAgQAMjHnDlm559vtsEGpeHRrp3ZRx+FjypIBAgA+Fi92uy228zq1y8Njl13NRs+PHxUQSNAACBXL75o1rRpaXBsvrnZzTebrVoVPqrgESAAENXnn5sdc0xpcKy/vtnZZ5v98EP4qKJBgABAZebPN+vVy2yjjUrD4+CDzSZODB9VdAgQAMjm3/8222ab0uD43e/MBg82W7cufFRRIkAAFJePPzbr1s2sUSOzjTcu/bNr18wjp/r0Mdt0U7PrrjNbujRcWtQIEADFY9iw0tDo0KE0SNTxrT/1dz2v8nTWrAk/AyNAABSLadPM6tY12313s5Ury5fp73pe5ToOkRAgAIrDRReV9mPce2+4pNSAAaXlOg6RECAAikOzZqUBoaG46Xz2WWm5jkMkBAiA4lCnTmlALF4cLiml51WuZixEQoAAKA4ESJUjQAAUB5qwqhwBAqA4XHghnehVjAABUBy0layasbIN41X511+XL0NGBAiA4qHdArWelRZE/OST0iXZ9af+romEKkdkBAiA4vLhh2ZdupjtsENpaGy/fenfp0wJH4lKECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAiA4rRkidl++5kNGRIuQUQECIDiNHly6czzP/85XIKICBAAxYkAyRsBAqA4ESB5I0AAFCcCJG8ECIDiRIDkjQABUJwIkLwRIACKEwGSNwIEQHEiQPJGgAAoTgRI3ggQAMWJAMkbAQKgOBEgeSNAABQnAiRvBAiA4kSA5I0AAVCcCJC8ESAAihMBkjcCBEBxIkDyRoAAKEoLSwLk+ZIA+YAA8UaAAChKn5UEyJ4lAXIdAeKNAAFQlCaXBMh6JQHyZwLEGwECoCgRIPkjQAAUJQIkfwQIgKJEgOSPAAFQlAiQ/BEgAIoSAZI/AgRAUSJA8keAAChKBEj+CBAARWn8+PEuQHbZZRf75ptvwsWIgAABUJTefvttFyB6bLrppnbttdfa0qVLw4chCwIEQFEKmrAOPfRQ22abbdx/N2rUyB577DFbt25d+HCkQYAAKEpl+0AWLFhgvXv3to022sg9d9BBB9k777wT/hGEECBAAbnzzjtt8ODB4aeRxsSJE11YdO3aNfXcF198Yccee6x7fv3117ezzjrLfvjhhzI/hbIIEKAAfPDBB3bEEUek2vQ7d+5Mx3AWzz//vO20006pu42wkSNH2h577OHKN9tsM7v55ptt5cqV4cOKHgECJNhPP/1k559/vm2wwQaustt3331TFR8dwxWp4/zoo49O3WEcf/zx9u2334YPc1avXm2333671a9fPzVa65lnngkfVtQIECCBslVuv/76qw0aNIiO4TLmzZtnPXr0SN2hNW/e3CZNmhQ+LK1wSB911FH20UcfhQ8rSgQIkDBRm1foGDZbs2aNDRgwwLbeeuvU9dKdh/67ffv29sknn4R/JKOyzYQbbrihC6S5c+eGDysqBAiQEL4dvL4/l3Rjx461li1bus9dp04du+GGG2zZsmX23nvv2WGHHeaeV7heeOGF7g4lqqeeeirVf9KgQQO766677NdffgkfVhQIECDmqupOIuqdS9JNmzbNTjrppFRz1emnn27fffdd+DB78sknbccdd3THbLXVVnbPPfe4O5YoVqxYYX369LF69epZ25KfH9u8udkrr4QPK3gECBBT1dGXka3vJOkWL15sV199tW2yySbus7Vu3domTJgQPqyc5cuX24033mh169Z1P9OiRQsbM2ZM+LCMvp8504Z362aLSn7W9OjY0eyrr8KHFSwCBIih1157zVq1auUqteoYTaWO4e7du5frGP7www/DhyXC2rVr7eGHH7btt9/efZbtttvO7r//fhfAUU2fPt3OOOOM1F3LiSeeaF9//XX4sMzeesvsgANKQ2Tjjc0uv9xs4cLwUQWHAAFiRHM3NIcjqMiqez5H0juG3yqpuA8oqbh1/huXVNyXl1TcC/OouN944w3bb7/93OvpTubKK690dzaRlARZSZJZSZKVBsm221pJkulWMnxkwSBAgBhYsmSJu8vQ3YYqr7333tvdhdSUcMfwP//5T/slxh3DM2fOtG7duqWCtmPHjvZVFTUd6Y7mwQcfdHcyeu2GDRvaQw895J6PRIFz9dVWkkClQdK6tVklTWlJRYAAtUj9GerXUP+GKiv1d9x33305Nb9UlbIdwzoXzZV4JWYdwzV5josWLbK//e1vqT6V/fff3958883wYZlNm2Z28smlIaLHaaeZpenMTzICBKglGknVpk2bVPPLJZdc4kZc1bbq/Hafj6FDh1YYPlsTd0lTp061E044IXU9unTpYgtmzAgfltnYsWYtW5aGSJ06ZjfcYLZsWfioRCJAgBr2/fffu7kYQYX0+9//3s3ViBst+1GV/Qu+tGpu2X6av/zlL7XSTzN69Gjbc8897eiS83ilbl2zm27SMK7wYelpePCAAWZbb10aJI0bq8MlfFTiECBADdGci379+rk5GKoMNSdj1KhR4cNiJTzCadttt815hJOvOXPmxG4JEd3xTLr7blu+1ValQdCkidmQIeHDMps/3+yii8w22sisd+9waeIQIEANGDZsmJtzoYpwyy23tDvuuKNGml+qis8cC1+JmKuiO6CePa3klqg0SA4/3Oz998NHZfbzz0qj8LOJQ4AA1UhzK/TNWRWhvklr7oXmYCSVZnmffPLJqea30047Le0sb1+Jmy3/8cdm7dqVhkjJ/1/785916xQ+qmARIEA1+LnkG6bmVKjNXpVh27Zt3ZyLQvHvf/877TpTvhK/Xtezz5rtumtpkJTcOdmtt+pWKnxUdgqjbt3MGjUqnYyoP7XZVS0322VDgABVSM1SmkOhUUKqDDVqSHMsClF4pdvGjRvb448/Hj4sq3TrfGmnwERatcrsH/8w23zz0iBp2tTshRfCR6U3bFhpaHToUBokei39qb/reZXHEAECVJGXX37ZmjVr5ipCzVPQfAXNWyh08+fPt4suuigVAoccckile21UxzpfsTFrltk551jJrVRpkBxzjNlnn4WP+o3mi2hU1+67a6RF+TL9Xc+rXMfFDAEC5ElzJLSzXdAvcOaZZ7q5FMXm008/LfnC3CHVDHXuuefa7Nmzw4dVWOfruuuuq9J1vmLj3XfNDj64NEQ06qokMNPSqCwdc++94ZJSGv6rch0XMwQI4ElzIi677DI3R0KV4YEHHujmThQ77Te+e8m3Zl2TzTff3G655RZbtWqVW9PrD3/4Qypoq3udr1jQHdXgwaV3EVddFS4tVXLX6gLi88/DJaV096JyHRczBAjgQUuAB8NMNUfikUceib5WUhHQUNz+/fvbFlts4a6RRlQFQat1vl5//fXwjxQvzU5XQGRatFHPq1zNWDFDgAAegv0jNDci8mqtRejHH3+0rl27umulYcy1tc5XrBEgQHFp0qSJ+3aNymlGuQKkneZLoCKasIDiotnRasJC5YIA0ZpfSOPCC+lEB4oJARIdAVKJqVNLm7GyDeNVeS47JNYQAgTwQIBER4BEMHRo6VBfzRn55JPSWez6U3/XREKVx1BeARIMx0snW1kmGjuvJaO1RIJGbaiNWePFL7jgAns/l4XKgGpGgERHgESkPem7dDHbYYfS0NDWuPr7lCnhI2Mjtxo+JFtIZCtLZ8yYMe4XsmnTpm7lTc1u1Sxebbpzyimn5PRaQHUjQKIjQApXXrVytpDIVhY2Y8YMd7ehtXQybRTTt2/f8FNArSFAoiNACle0Gj6DbCGRrSzs0ksvdccOHDgwXATEEgESHQFSuKLV8BlkC4lsZWHNmzd3x2qvASAJCJDoCJDCFa2GzyAIiWyPKLSfgI7VejlAEhAg0REghStaDZ9BtpDIVhZGgCBpCJDoCJDCFa2GzyBbSGQrC6MJC0lDgERHgBSuaDV8BtlCIlw2btw4t1eARltp8xjtFaB/WBJ0omuDGSAJCJDoCJDClb72jygcEmWFy9q3b28jRoywWbNm2ZIlS9yw3KOPPtqVTZ8+3QWLFqibN29e6mfK6tevX/gpoNYQINERIIUrfe0fUTgkyspWJtqBTNt+BoKJhNoSdPjw4W6vZE0k1P7ITCRE3DRvfpA1bBi/1VHjiAApXHnVytlCIlvZsmXL3GYznTp1Kve8JhRqKZMWLVq4/RZ0V7LXXntZjx49bPLkyeWOBWrTUUddb61bXxZ+GmkQIIUrfQ1fjYJgadiwIZ3mSKyTThpqRx75aPhppEGAFK4aDxDRDm433XSTtW3bNlwEJAIBEh0BUrhqJUBEIaIVd4EkIkCiI0AKV40FSOfOnW3KlCm2cuVKt2x7r169KvSBAElBgERHgBSuGguQkSNHWps2bVznuIbr9uzZ0y3ZHsXzzz9vr776avhpoNYQINERIIWrxgIkH9ojREN8WeoEcUGAREeAFK5EBEj37t3dP8BRo0aFi4BaQYBER4AUrkQEyCuvvOL+AZ533nnhIqBWECDRESCFKxEBsnr1amvQoIFtvfXWtmbNmnAxUOMIkOgIkMKViACRs846y/0jHDt2bLgIqHEESHQESOFKTIBoJJb+EWr0FlDbCJDoCJDClZgA0cKKm2++uW2//fb266+/houBGkWAREeAFK7EBIicccYZ7h/ihAkTwkVAjSJAoiNACleiAmTYsGHuH2Lv3r3DRUCNIkCiI0AKV6ICRHuIaCb7brvta+vWrQsXAzWGAImOAClciQoQ+ctf7rN9973bPvnkp3ARUGN69hxl3bo9G34aaRAghStxAfLyy1/bAQfcb//618RwEVBjfvllra1ezWCOKAiQwpW4AFmyZLUdcsiDrgkBQPwRIIUrcQEivXu/4u5CvvxybrgIQMwQIIUrkQHywgtfugAZNOi9cBGAmCFAClciA2ThwpV20EEP2qmnDgsXAYgZAqRwJTJA5K9/HeXuQv7732ibUqEiXT89Roz4IlyUKsNvuF5+CJDCldgAeeaZz90v7AMPfBAuQkRBpdex45MVRhRRIVbE9fJDgBSuxAbI3LnLrU2bB6xr1+HhIkQUVHp6PPHEx2nL8Buulx8CpHAlNkDkwgtfsrZtHwk/jYiCSk99SR06DLbly3+pUIbfcL38ECCFK9EBsnjxKvv++8XhpxFRUOlNmPCd+/P++ydXKMNvuF5+CJDClegAQX7KVno9eox0d3OLFq2sUIZSXC8/Y8aMcQHSqlWrcBESjgApYmUrvS++mGsHHni/3X136RIxVIgVcb1y8+OPP9p5551nG2ywgQuQ9u3bhw9BwhEgRSxc6d1ww2t26KEP2U8/LatQBq5XVKtXr7b+/fvbFlts4YJjt912sxEjRoQPQwFIdIAEv7SMy/cTvkY//rjUVYi33PJmhTJwvaLQ1tO77767Cw7tIHrLLbfYqlWrwoehQBREgDAu30+6azRgwCQ3yz9dWbFLd024XqU+++wz69ChgwuO9ddf38455xybNWtW+DAUmIIIED0Yl5/Z669/50YM/frr2nLPp7tGy5attmOOGZy27OOP57j1x+bNW17u+UKiZdoff/xj6979xQoj/NJdk0zXS/OU1NGuia6rVq0p8xOFZf78+XbxxRfbRhtt5MLjkEMOsXfffTd8GApUQQQI4/LTmzp1nqvEdB0OO+xhN+y5rEzXaNiwz9KW3XPPu+457cT32GMfusq2kLz55gzr3Plp9xmPOOJh+/bbheXK010TSXe91LzVvv1j7rlOnYbYmDH/LfMTybdmzRq79957beutt3bB0bhx45LgfTx8GApcQQQI4/LL02KTapfXTH1dA32b1qihfKmZ8OGHp7jhq3rdU055yl37pFNQXHzxy6l/Mzfe+LrrGM/XggUr7R//eCP1/+GCC14siC0I/v3vf1vLli1dcNSpU8duuOGGkjux/K8XkqcgAkQYl69vhWttyJBPrF27R1PffF99dVr4sLz9/PNy+/vfx7thrHofrQjwzTcLwofFnu7I7rjjP3bwwaV9GGef/ZxrpqtqZe8EFSb9+r1h8+evCB8We9OmTbOTTz7ZBYcep512mn333Xfhw1BECiZAin1c/n/+M9M15ekzH374w+5urLrb3j/99Cc777zn3XuqI/m2296u0EwWR2vXrrPhwz+3o48u7bs47rgnbNSoqbZuXfjIqjV27Dd24olD3HseddSjrq9FoR93ixcvtquvvto22WQTFxytW7e28ePHhw9DESqYAJFiHJc/ffrC1A6Nelx33Ws2Z87S8GHVSvvUaySc3l/t/uoTCHfYx8V7782yLl2Gu3PVv5WBAyeV6zurbmoGfPDBD1wfi85BfS7qe4mjtWvX2iOPPGLbb7+9C45tt9225IvJ/SX/b9kLHqUKKkAqG5evppe77proOjRXrKjeb+fVTXvD//Of76SaX846a4R9+OGP4cNqjK6nRmjp+ut8Tj/9GZs06YfwYbXmhx8W25VXjkn9u9B/67naoi85+sITnI/6YMKd9rXp7bffLjmvA1xwbLzxxnbZZZfZwoXxOT/EQ0EFiGQbl6/hrMHzquiuuGKMvfTSVFu6dHW54+JMzS+aOBkMHT322MftxRe/cs/HwaxZS+yqq8amrrOu8cyZtVdR6+5CdxlBsJ1xxnB3FxIX6nNR34vOTV8G1CdTm82AM2fOtDPPPDPVz3H88cfbV199FT4McAouQDKNyw/oW7p+SYMmFz0OOeRB69XrZbfXukYwxdVbb71rJ5zQJ3XOGlarzxtHkyfPcnu1BOd6112vlwR1zc0fWbduXcn/z49d/4bOQf0d2oQsLkFblvpeRo6cWu5cn3xyfI02Fa1YscL69Olj9erVc8HRvHlze/nll8OHAeUUXIBIunH56ejbnyrhk04amjpeo2R69hzlOlk1GSwONNJFI15K26Hb2kUXDa2Sb/WzZ8+2CRMm2KhRo+yxxx5LPfR3Pa/yfAR3S5qjs/PO59guu+zn2tRVuVend955x4488iT3nrobvf322v1WH5Xulu69d5Ltu+/Ntt12R9ree+9dctf8eviwKvfUU0/ZTjvt5P59NWjQwP75z3/aL7/UXL8QkivRAVKVND7/vvveT41k0kOjujR2X0Nj1b9S0zS2XmPsNdZev9waez9u3ITwYZHotUaPHm1XXXVVSUi2SS10V9lDx+l4/Zx+3me8/5IlK+366+92bel6zQMPPNC1sVe1H374wc466yy3lIbe549/vNS++ebn8GGxN336HDv99PNS/w9OPfXUks/xTfiwvH3wwQfWtm1b9x4bbrih9ejRw37+OXnXC7WHAElDcxq0BEXQBBM8zjnneXv00Q8rLHFRHZ544gk3u1e/3JrtO2DAADf7NxcaRaO9GFSpBk0TwWPHHXe04447znr37u2aLvr27evuPvSn/q7nVa7jyv6cXkevp9fV6+dCbelqUw9eS23tanPP18qVK+3mm2+2zTbbzL3uHnvsYSNHjgwfljivvfaa20NDn2nTTTe16667zpYuzf+LzE8//WTdu3dPLbN+1FFH2Ycffhg+DKhU4gJEo49qsjlCYfHIIx+68AiCZO+9b7V27bq7yvbzzz8P/0heJk1Sh++h7hdb6wtddNFFbr2hXKj54dFHH7VmzZqlKusddtjBevbsac8884zNmzcv/CNZ6Xj9nH5erxO8pl5f75Nrc4fa1oNzUyApsNQG70Pntcsuu7jXql+/vt1+++1uOfFCoX6QQYMG2TbbbOM+Y6NGjVzQ+zQD6rro+my55ZbutXTddP0AX4kKEAWH+iu6dXs2XFQjZs9e6pqzunUbUPJLWPrNUA91OKqpacqUKeEfiUz9Deeee26q+UUrm3766afhwyql5bR33XVX9xr6hqnmD1XYud69ZKLX0evpdYNvsHo/vW8uFDpqaw8qM7XBqy0+qo8++sh9cw4+5/nnn+++WReqBQsWuLvCYNHCgw46yCZOLJ00G4X6tXRnpp/VnVq/fv3cnRuQj0QFSDCOX3M5atvs2T+6b4baZU3tx0GYqDJVf4E6cqPQXgnaMyHok9BeCrlWxjJjxgzr1KlTqkJVM9MXX1TcJ6Uq6fX1PkGQ6P11HrlQm7va3oNrqDZ5tc1nMnfu3HLHH3HEEVmPLzS64z322GPdZ9eXjbPPPtv1/WSi/0faizw4Xv+/sh0P5CIxAfLss5+78NDdR3jvj9qmSvChhx5yfQbBcg96qP/gkksusTfeeCNtf4F2adNubTpWAaJd3HyaX1588UXbaqut3Oto8peawWqS3i+YdKbz0PnkSm3wRx55ZCoA1UZf9o5Cdyx33XWXGyWkY3K9Yyk06uNp2rSpuxa6o1AfUNk7Ct2x6N9eMHBBdyxRv9QAUSUiQNSpreXItfyDlu7wpTV9Jk+ebC+88EK5Yav6u77FLlmyJPwjOdNs3cGDB7tF54LRU3poOQj1IYwbN85VlrpzCSpL7Rut/aNzpXbwa665xn2zVNPGrbfeWqNzB8rS++r9dR46H52XTzv9sGHDUn0aat664447XGWpZkI9l2+fSSHRl43bbrvN9f3o2ui66frdd999VdJnAlQm9gGiuw3NHtbdh2Zc52LRokXul0e7o+28886pyjzbQ3cEak/Xt9t8KykNedXrnHHGGakRQmUfhx12mL333nvhH4tEfRFqjtDr6E6nOobF+tB5BCO3dH4+fS/6Jq02+vA169atW5WM2io0c+bMcf9mg6ZEPTRq69prr62SL0VAJrEPkP7933Lhce2148JFGanJSJ28+iUKfqHq1q1rBx98sGsz1jdYVVAKF/2pv//pT39yt/ll7xpUgakppSr6EhRGzz33XGrC1qWXXho+JDI155x44onudfbaa6/YtWnrfHReOj+dZ66jtALff/99qm9Iw4aRne6umzRpYvvss0+1zBsBwmIdIOPHl65dpZFXUdarevPNN92WmkEAqLJWU8pbb70VuW9B3341+1fbdG633XbuddQko7uIXDuI0/nb3/7mXlOb8vhQU0Rw56HPqrbuONJ5Bf8vdL6+TSjqJNdr8E0aiJ/YBohWK9XS4FqKorJNfjQyp2vXrqngaNeunb300kvhw3Kmb85aeqNs+/udd97pXRlKvgGiQAzuPOIaHgGdX3AnovP2QYAA8RXLANEaSsEObtpCNZuxY8e6jkJVMi1atKiWpg614999992pOQsdO3bMeTJeIJ8A0egm3Q2pj0HNO0mg89T56rx9RmcRIEB8xTJAtIyIwkOLGmZbPVXLe2g+gB76huvb1h7V9OnTU80ye+65p1eTlm+A6L00RFajnOLSYR6VzlfnrfPP9ZoRIEB8xS5AtNy6VsTVCq7aACoTrQukikV3BboLqSm6G9GwW723OixzrRB9AySYJKi5Ikmk89b563PkggAB4itWAaKlSjp1GuJWwX3jjenh4hSNnFKlosUGq3otqqguv/zyVLNZLs1ZPgGimen6GU3WSzchMQl03sFkw1xm2hMgQHzFKkCCney0f0MmmlehCkUT87788stwcY0K7kTUJxK1Yz3XAFGznJZH0Rj/mp5hXtV0/voc+jxRmxsJECC+YhMg2niosqVKPvvsMzcSSnM14lCZqhIM+kQ0OiuKXANEq93qeA2FLQTBEGR9rigIECC+YhEgWqrk8MMfdo9vv02/VImWytDGRqpMHnzwwXBxrVHHupaS0KRD/XdlcgkQNfto2XN9a6+KyYxxoM+hz6PPFaU5jgAB4qvWA0R3G126lC5V8vzzmZuk/vWvf6Wai+JGQ3x1bppsWJlcAkRDknVs586dw0WJps+jzxVlyDUBAsRXrQfIbbe97cLjmmsyV6jahU2zwtV0FeVbfk3TyCxNNoxyp5BLgGh5FR2r/TcKiT6PPpc+X2UIECC+ajVANOpKI660VIl2GsxEK46qEtHy1HEV9FVoUbtsogaIFmJUs5gGC/gsSBhn+jz6XPp8le2xToAA8VWrASJaYTfbHuMa3aRNljQRbdasWeHi2FCHuu6StPjf8uWZ569EDZDRo0e74/7617+GiwqCPpc+nz5nNgQIEF+1HiCVmTBhgqtAtL9G3PXq1cuda7aNjqIGiHY11HGFume1Ppc+nz5nNgQIEF+xD5Arr7zSVSBPP/10uCh2XnvttUqbsaIGiJae1/pRWiiyEOlz6fPpc2ZDgADxVW0Boo5xPTS/Iywoi6J169ZuratcZnvXFi0Fr45+bUqVSdQAUVOYlqMvZPp8+pzZECBAfFV7gHTs+GSFiYFRA2TVqlUuPFq1ahUuiq3gziFThRclQLQhk4459thjw0UFRZ9PnzPbhlgECBBf1R4gejzxxMdpyyrz8ccfu8qjS5cu4aLY0o6HOmftDpdOlADRjoo6RptaFTJ9Pn1Ofd5MCBAgvqo9QE49dZhbWXf58t/WPooaICNHjnSVh1beTYobb7zRnfMLL7wQLnKiBIj2zdAxeq1CFlyrbPuEECBAfFV7gEyYULot7f33//aNPGqADBkyxFUemgeSFLfffrs75yeeeCJc5EQJkCeffNIdo9cqZMG10ufNhAAB4qvaA0S0u2Dbto/YokUrK5Rl88ADD7jK49577w0XxdbAgQPdOevc04kSIMHn1msVssqulRAgQHzVSIB88cVcN+P87rsnVijLhjsQ7kAIECC+aiRA5IYbXrNDD33IfvppWYWyTOgDoQ+EAAHiq8YC5Mcfl7oAueWWNyuUZRKMwuratWu4KLbOOeccd86Mwqoco7CAZKuxAJEBAybZQQc9mLYsHU3M0zyQffbZJ1wUW8EGU4sXp1/fK0qAMA/kNwQIEF81GiDLlq22Y44ZnLYsE00i1EKKCxem32gqTlavXm1169a1XXbZJVyUEiVAhJnopQgQIL5qNEBk2LDPMpalc9lll7kK5LnnngsXxc5bb73lzlXNWJlEDRDWwipFgADxVW0BUlVeffVVV4GceeaZ4aLYufrqq925PvbYY+GilKgBwmq8pQgQIL5iHyDaC/13v/udaxqKczOW9i3ZeeedbdNNN816nlEDhP1AShEgQHzVaoBokcUrrxxjL7/8dbionGuvvdZVIv379w8XxUawTeupp54aLionaoCwI2EpAgSIr1oNkBUr1tiRRz7qhvd+9VXmtv4ff/zR3YFsu+22bn/0OGrXrp2r6LINSZWoASLsiU6AAHFWqwEir746zXWoa9FFBUomQWd6ZW3mtSHop9EQ3srkEiBjxoxxx3bu3DlclGj6PPpc+nyVIUCA+Kr1AJE+fca7EOnbd0K4KEX9Cmr22Hjjje2jjz4KF9caDd1t2bKlG1H05ptvhosryCVA1q5da82aNbMNNtjAvvii4sZcSaTPoc+jz6XPVxkCBIivWASIlnrv3PlpFyK6I8lk6NChrjLZc889Y9OU9f/+3/9z5xR1tnwuASKPPvqoO/6ss84KFyWSPoc+jz5XFAQIEF+xCBD58su5ri/kqKMetVmzMlcW5557rqtQTjvttEjfYKvT2LFj3bfpRo0aRZ6vkWuA/PLLL7brrru695k0aVK4OFF0/voc+jz6XFEQIEB8xSZAZMiQT9xdyHnnPW+//po+HJYvX+72SVel0qtXr3Bxjfn888+tQYMGbqkVBUlUuQaIPP/88+5nDjjggFoPTV86b52/Poc+T1QECBBfsQqQdevMevd+xYXIwIGZv23Pnj3bfYsNQqSmK9WvvvrKzU3R+w8YMCBcnJVPgEinTp3cz8V5KHM2Om+dvz5HLggQIL5iFSAyf/4K+/3vn7A2bR6wSZMyL7L33//+NxUias6qqT6R9957z3Xm632vv/76cHGlfANkxowZttVWW7l1wd5+++1wcazpfHXeOn99jlwQIEB8xS5A5N13v3cBcvzxT9iCBaW7GKajO5GgOUsd69U9OuvBBx+0OnXquPfr169fuDgS3wAR7Zuh0V477rijff/99+HiWNJ56nx13tn2/ciEAAHiK5YBIvfc865ryrrsstGuaSsT9YkEHesa4qt5IlV9NzJ9+nTr2LGjew/NntZoMF/5BIhcc8017uf32muvknBdEC6OFZ2fzlPnq/P2QYAA8RXbAFmzZq2dffZzLkSGDv00XFyBKvWgaUkz1tXmvmjRovBhOdEdziWXXOLWt9LrtmnTxj79tPJzySbfANGaW8FQWE1cjGuI6LyCvVF0vjpvHwQIEF+xDRD5/vvFqaVOpk6dFy6uQJMNL7/88lQzk/7UKr5aCj7TBk9h8+fPt6eeespOPvlk126v19luu+1K7ojucQs75kvnl0+AiIbAnnjiiak7kWwbMtUGnU9w56HzjDpkN53DDjuMAAFiKtYBIlpoUXchxx13iy1fnrk/pKw5c+a4CX7BSCk9NNxW/SVnnHGG24u7b9++btn1Pn36uL+ffvrpbudDtdUHP7P77rvb7bffnneTmHZWVPu/9gkJQumggw6y7777LnxoZFqQMLgTUR9DXDrWdR46n+DOw3chSN2xPPLII7bJJpu411JTJYB4iX2AyBVX3G8NGrS27t0vCBdlpTsGrbekdbT23nvvVDBke+y7776uH2X8+PHhl8uJKjztedGtWzfbfPPNU6+vHfjK3iHdcMMNla5Im4kqWfUtKPQUTLfeemuV3CX50Pvq/XUeOh+dl2+zlULowAMPdNdIr3f88ceHDwEQA4kIEN0B7LHHHq5Cefrpp8PFkelOQCO1XnnlFXf3ETz0948//thWrVoV/pGcqJnsiSeecIsFavXgIDTUBHbBBRe4MFNzjr6Va/7I1ltv7cobN25sjz/+ePjlItPdjYbI6rU0Wa+mZ6zr/YJJgjoPn9FWMnPmTNfkGFw3BceXX34ZPgxATCQiQOT99993zRma/Z1P009VmzdvnmtqOeGEE1Kd7Xqo+eziiy92dzKZ7grU33LRRRelmrXU6exb+Wt+RTDZUMuFqPmouhdg1OvrffR+el+9f67zPGTFihWuSbFevXrudbTQ4ksvvRQ+DEDMJCZA5I477nAVzKGHHurdtl4VtD/J//3f/1mHDh1Slb8e2pHwiiuuyLk/QiO79Fp6DTX/aFiyRoD50DIhwQRLVeza4Er7b1TV9dLr6PX0ukFw6P1yWZ6kLN1R6rrpdbbccku788478+p0B1BzEhUgalM/7rjjXGXjMws8H5oQp5FYRx55ZKri1KNp06Z23XXXuTukfKkSVse9Xlf9JrfccotXs5oqYK12q2/ywXnusMMO1rNnT9cvo7umXOh4/Zx+Xq8TvKZeX+/jU+FPmTLF2rZt615HAxzUxPfzzz+HDwMQY4kKENEIK833UCX++uuvh4ur1Lfffmu33Xabu+MJKk09NET1pptusk8++ST8I3nT/iKaw6LOdr3XbrvtZiNGjAgfFonWCFO/i5qZguah4KGRUgrj3r17u5Fowag0/am/63mVByOqgodeR6+n1/VZg+ynn35yYRGEsAJZYQIgeRIXIKIdAFUBqfM56jLqUWmhxJtvvtn222+/chWnOon/8Y9/2NSpU8M/Ui3UTHbeeeelKtr27dvnFVga6TV69Gg3wkwTIoOAquyh43S8fk4/7ztiTHcpaoJUM5VeV81Ww4YNCx8GIEESGSBy5ZVXuoropJNOChflTCOz/v73v7udBctWnprEpkqvNjvttXhjMJlO/S0XXnhhzk1QmaifZcKECTZq1Khyo9L0dz3v2w8TptcLRtFpKRitI6YRcQCSLbEBoqaeYK5Arkuqi0Y7abJh0Oegh77tt2vXzu69997Yze5+8sknU81JGiqr/piq6hivLhqC+/vf/z51ff/0pz8lZhFIAJVLbIDI119/nZqYp3kc2agDXnuWaymRnXbaKVWpaQHGY445xh544AHXPh9nmpyoWfPBHJMWLVq4voi40TpYl156qbu2Ok81gf3nP/8JHwYg4RIdIDJ48OBUZRpe7kLzL9TRrmYfbTsbhIbma2iNJo0giutihNlodWAtyRJ8Hn0WhWlt0/X+3//9X9tmm23ceWnElq6x74x0APGW+ACRYE2oHj16uKYtdbJ3797drcobVLIaPfTHP/7RNQXlu7ZVXLzxxhtu6RV9Pk2yVL9Q1EUjq5qCOlguRgGt5kEWQAQKW0EEiCoqDXdV5RWsM6WH5lKo3X348OEV7k4KhYbSaqMrLZeiz9ywYUN76KGHvIbY+tBQZ00qDK75H/7wB7dbJIDCVxABIv/zP//jKjBNStPwV4388ZmEl1Ta+0R7jQSr1+6///6uz6e66C5OEyiD5VtatWpl48aNCx8GoIAVTID8+c9/dhWZ70J+hULzVLQuV3BH0KVLF6/1qTJRf4b6nYKl8tXfMWjQoIzrfQEoXAURIBrOqopMk9TUBwJzk/60T7wqeY3a0sz5fJvxJk6c6PYx0WtqTopmqydxEAKAqlEQAaLd/VSpqb8Dv9Hs77vvvtutYKzr06RJExsyZEj4sEppTszZZ5+d2mzr2GOPtc8//zx8GIAiUxAB8te//tVVbNq6FhVpuRcthKj+IV2nww8/PNLij+pD0rIuwYZYWjiy2JsIAfwm8QGi0Uaab6AlMrSvBDLTZEvNtFcYaNa9+o20OGU6Grm2yy67uGPr16/vFpWkeRBAWYkPEM2FUCWnPc0RzbPPPpvaM0ThoK1og3DQumBlQ+b888/PGDIAilviA+SSSy5xlV0+W90WIzVPaXXhoHlKdxtq2gqauY444gibPHly+McAICXRAaIhpeoY1uTBQpldXtNmzZpl55xzjgsNPbTky9ChQ8OHAUAFiQ6Qd99911V6J598crgIOdIdh64lmzsBiCrRAaJNjlTpaWIb8qMJh7qWX3zxRbgIANJKdIBo/Sst3bFw4cJwEXJEgADIVWIDRE0tqvCOP/74cBE8ECAAcpXYALn++utdhaeVaJE/AgRArhIbIFrnSesx/fzzz+EieCBAAOQqkQGidZhU2bVv3z5cBE8ECIBcJTJA+vXr5yq7gQMHhovgiQABkKtEBkjr1q3dMhuaBIeqQYAAyFXiAmTatGmuotOyG6g6BAiAXCUuQLTwnyq6u+66K1yEPBAgAHKVuABp06aN29ho+vTp4SLkgQABkKtEBYj29lZ4KERQtQgQALlKVICo2UqVXP/+/cNFyBMBAiBXiQqQYMXYr7/+OlyEPBEgAHKVmACZPXu2G7q7zz77hItQBQgQALlKTIAMGjTIVXB9+/YNF6EKECAAcpWYADn66KNdBffZZ5+Fi1AFCBAAuUpEgMydO9ctnKgFFFE9CBAAuUpEgGjJdlVuWsId1YMAAZCrRARIx44dXeX2wQcfhItQRQgQALlKRIA0aNDAdt999/DTqEIECIBcJSJAJkyYYJ9++mn4aVQhAgRArhIRIKh+BAiAXBEgcAgQALkiQOAQIAByRYDAIUAA5CqvAFGFo0c62coymTlzpl1++eXWsmVL22yzzWyLLbawVq1a2QUXXGDvv/9++HBUIQIEQK5yq+FDsoVEtrJ0xowZY/Xr17emTZvaM888Y/Pnz7cVK1bYO++8Y6ecckpOr4XcESAAcpVXrZwtJLKVhWmjKN1tNG7c2C1bkg6LKFYvAgRArqLV8BlkC4lsZWGXXnqpO3bgwIHhItQQAgRArqLV8BlkC4lsZWHNmzd3x06bNi1chBpCgADIVbQaPoMgJLI9oqhTp447dtWqVeEi1BACBECuotXwGWQLiWxlYQRI7SNAAOQqWg2fQbaQyFYWRhNW7SNAAOQqWg2fQbaQCJeNGzfOOnTo4EZbNWrUyM4991ybM2eOKws60bVtLWoHAQIgV+lr/4jCIVFWuKx9+/Y2YsQImzVrli1ZssQNy9U2tTJ9+nQXLE2aNLF58+alfqasfv36hZ9CFSJAAOQqfe0fUTgkyspWJkuXLrV69eql/h5MJGzWrJkNHz7cFixY4CYSTpw4MXETCe//y3oZH3GVlAAJX88kXFugUOX1W5ctJLKVLVu2zPr372+dOnUq97wmFGopkxYtWljdunXdXclee+1lPXr0sMmTJ5c7Ns6SWKElLUAA1L4a/00MgqVhw4YF22mexEqOAAGQq1r5TVy8eLHddNNN1rZt23BRQUhiJUeAAMhVrf0mKkS04m4hSmIlR4AAyFWN/SZ27tzZpkyZYitXrnTLtvfq1atCH0ihCCq58KOsbyY/Y5NH9cn7MXJwH7v79j7Wp09+j5133tkFyMUXX1yhzOfx2H197O0RFc83l8cHL99syxfNLnfdwtc03bUFUDNq7Ddv5MiR1qZNG9c5ruG6PXv2dEu2F6IoldqQa5pUqAR9Hj06rGc7b1t++Zg4PNq3Ws9uPbPi+eb6+PLth8pdt+B5ALWP38RqEKWSW75wls2aOj7vx1cfjbeJb4+38ePzexx55JGu4n/ssccqlPk8PnxvvM34ouL55vL46ZuJtm7d2nLXLcq1BVAz+E2sBkms5OgDAZArfhOrQRIrOQIEQK74TawGSazkCBAAueI3sRoksZIjQADkit9EOEkJEADxQYDAIUAA5IoAgUOAAMgVAQKHAAGQKwIEDgECIFcECBwCBECuCBA4BAiAXBEgcAgQALkiQOAQIAByRYDAIUAA5IoAgdO1JEDWJ0AA5IAAgXPn9V3sDwetZ99/R4AAiIYAgTPugS5ukcKFswkQANEQIHAIEAC5IkDgECAAckWAwCFAAOSKAIFDgADIFQEChwABkCsCBA4BAiBXBAgcAgRArggQOAQIgFwRIHAIEAC5IkDgECAAckWAwCFAAOSKAIFDgADIFQEChwABkCsCBM67I662hy+ua6uWzQ8XAUBaBAhSVi9fGH4KADIiQAAAXggQAIAXAgQA4IUAAQB4IUCKnIbuZnoAQDbUEkWOsADgi5qjyBEgAHxRcxQ5AgSAL2qOIkeAAPBFzVHkwh3nBAqAqKgpihyBAcAXNUeRI0AA+KLmKHIECABf1BxFjgAB4Iuao8gRIAB8UXMUOQIEgC9qDgCAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4+f+D+W14nPy43QAAAABJRU5ErkJggg==)
| Product Number | 4H23-3-0J |
| CAS | 1305712-96-2 |
| MDL Number | MFCD13194593 |
| Molecular Formula | C17H21F3N4O2 |
| Molecular Weight | 370.376 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory