![3-[1',3'-Dimethyl-5-(trifluoromethyl)-1H,1'H-3,4'-bipyrazol-1-yl]propan-1-amine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABGCAAARggFs5QeDAAACpnpUWHRtb2xTb3VyY2UAAHichZXbTqRAEIZfpcL10vSRbszMGKMx2US9WN1k7zYtg0oygAGcw9tv1aDOwMxCgPTp/7qqqD7MLrfFCtZZ3eRVOQ8E4wFkZVot8/J1Hvx+ug1dcLmYpShCYdnMg7e2fb+Ios1mw9K3rPDbqmRpVQTd+MW2yXuajWJV/RpJzkX05/7ucc+Eedm0vkwzpJr8otl33lWpb/de/MdEVPh6nZdRJ4+Ket3N9ldyejnbNsvgEMs1jl0hCi/5KoOXqi58C2vJGb78B7xmZVb7NlvC8w67FdMY+2J2f1OlH0VWtlilGfLUrx7b+iPFjqJaZekHToaVnzfzoBAI+LYqrura74Bq1O0FeAlegdfgDfgYvAXvwCfgBccPxwUKBCoESgRqBIoEqgTKBOok5WGVkSNPu/cMo4FreMDn+uh5+C6pdksP/lA5DyRT2ij4LBQzCdpTTAhsYZiSGxDMWGxhwpNEQ8iZio2EULBYoH+hZM5YTqVy1FZMulhBqJkT1kFomJUKxy2TRsfEO006zZTEWGjcxZLaNrGGeKeNDWCH3pExFWsy5iyVEsUEaSY1QYbpRIpD+2scneHG7p0RPDm0P41zprl2WEitHEamXWKxUNK5g4Nfc+EchhzDcUGBdrYwn9F3Qhez56pcHlUhX86DZxHsM/0re2nkZ7IDqOplVuP+oQlIegzIPkBL4xu4OgeoPkALaRzQfYCW3bhL5gSIxy3EfYCW9DhgT4KeAFwfoB0zHkPSB2h/jVsQvE/st+MEMkz2fvtOMIN8d9t9PBYxSHl3PEwwg6x3x8kEM0h8d/xMMPGZeCaWi7AnyZlE3JlfbSdcG6yB7gSd2I38DJNMMMNlYLsT+pSJjo6M6Ou+wOrJXRIdXTQRXq+Lf0utJ+TrohrqAAA0v0lEQVR4Xu3dCbzVY+LHcTFjlwlDlv5/f0OoZvinImRKdpKMYjCyFCGKKWZo/iUMGsmUZVrUbUORJaVSqSwllYqKFm3aF9pX9fz7Pl6/273PPed0znPPPff3O+fzfr3O63Kfc+4999e9z/f37PsZAAA87Od+AgCAZBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBSrAA555yu9hFLojJX8NxBg2a5RSl9ndKwcOFCs2DBAvfTAJD1QhUgV17Zz2zf/nPMskxbv369+e6778zHH39s8vLyzFNPPWXuu+8+c91115kaNWqYChUqmP322y//MWbMGPdLAEBWC1WA6NG37/SYZem0fPlGM336MjNkyGemS5cu5rHHHjO33367qV27tqlYsaI5/PDDC4VDrEe5cuVM5cqVzdlnn23//5RTTrGhAwC5IlQBcv31A0zdur3N5s07ipQlY+PG7WbBgp/Ml18uNR98MNv06DHFPPPMp+bhh0eY225717Zwgq9Xteor5oQT6pn99/91oWAoU6aMOfnkk80FF1xgGjZsaFq0aGGee+4506dPH9vKmDdvntmyZUuh79u0aVP72ptvvrnQ5wEgm4UqQMaOXWA/du06uUhZQStXbjKvvDLJtG07xtx99wemQYM3zYUXvpb/3HiPOnXyTKNGb5n77x9q2rUbYzp2HGi6d++5J2w+MFOmTNnTMlle6Pska/PmzaZSpUo2RNTdBQC5IC0BkuiRjILPbdp0sKlVq6dZt25rkbJAXt7UQt+jevVupl69181dd71v/va3kXuCYbzp3XuaGTp0jpk8ealZsmR9kbGVdJs+fbo5+OCDbffX7Nmz3WIAyDppCZBYEpW5Cj531qzVplq1rqZTpwlFygIKgylTlpnvvltt1q4t3J1UmjSeolZI1apV97zH7W4xAGSV0AWItGkz2tSs2cN2VbllYXfttdfaEHn44YfdIgDIKqEMEM2SUoA8/fQnRcrCbs2aNebEE0+0g/EffvihWwwAWSMjATJp0lLTvPlQc9FFvczll/c17duPyx/jcJ8b6Nx5oqlRo3vMsrDTbK0DDjjAHHvssd4D8wAQdhkJkCZN3jfjxi00P/201Y5ZqGXRosWwmM8NbNq03VxySe+YZVHw+OOP266syy67zOzevdstBoDIy0iAuLTOQ62RQLznDhgwI25Z2O3cudOcf/75NkQ6dOjgFgNA5BUrQHxpvYdaJdlOe2T95je/MQceeKD58ssv3WIAiLSMB4im3mpF+OzZa9yirDRgwADbCjn11FPNhg0b3GIAiKyMBogW9Sk8tIYjl9x11102RG699Va3CAAiK2MBMmLEPHPFFX3NjBkr3aKsp61OzjjjDBsi2lMLALJBRgKkX7/p5uqr+5v5839yi3LGtGnT7FYnRxxxhJk7d65bDACRk5EACWZSuY+Cu+7mgn//+9+2FVKtWjW2OgEQeRkJEOx1zTXX2BBp1aqVWwQAkUKAZNjq1avNCSecYPbff38zfPhwtxgAIoMAKQWjR4+2AVK+fHmzYsUKtxgAIoEAKSV///vfbVfWFVdcwVYnACKJACkl2urkvPPOsyHy/PPPu8UAEHoESCmaP3++OfLII+1WJ5Mn7z3GFwCigAApZW+88YZthZx22mlm48aNbjEAhBYBEgJ33HGHDZHbbrvNLQKA0CJAQmDTpk3m9NNPtyHSr18/txgAQokACYmvvvrKHHTQQaZs2bJm3rx5bjEAhA4BEiKdOnWyrZAaNWqYHTtya5sXANFDgISI1oNcddVVNkQeeeQRtxgAQoUACZlVq1aZ448/3q5U/+ijj9xiAAgNAiSERo4caQNEQbJyZbTOT9H7nTp1qunZs6fZsmWLWwwgixAgIfXoo4/arqwrr7wyFFudbNu2zS58HDNmjOnfv7/517/+ZR566CFz4403mlq1apmTTz7ZHHDAAfY9B4+aNWu6XwZAFiFAQkqD6BpMV0X8wgsvuMVppQ0dNQtsyJAhplu3bqZdu3bm9ttvN5dffrn5/e9/b44++uhCwRDrceihh9pz32vXrm1uueUWc8wxx9jPcwIjkL0IkBD7/vvv7bReTe+dMmWKW7xPW7dutV9DrQatL+nQoYNp2bKladSokbnwwgtjthpiPU488UR7CNa1115rmjVrZtq3b2/y8vLMqFGjzKxZs8xPPxU9aVLdWHrfnMAIZC8CJOTUXaRKvGLFioW2Olm+fLkNlQ8++MB07do1v9Vw2WWXmSpVqpijjjqqSBC4j8MOO8xuoaJWQ+PGje0OwZ07dzZvv/22GT9+vFm4cGGBd5I6TmAEshsBEgGq3FUR6/wQtRo0wO6Ggfs46aSTTPXq1U39+vXNvffea5588knbatBZJGo1rFu3zv02JYITGIHsRYBEgFoehx9+uK2I9VGtEbUa1OJQq6FLly5m0KBBZsKECWbRokXuy0sVJzAC2YsAiQh1Aa1fv979dCRwAiOQnQgQZAQnMALZhwBBRnACI5B9CBBkDCcwAtmFAEFGcQIjkD0IEGQcJzAC2YEAQcYVPIGxf/8BbjGAiCBAUCq091a5cqfuCZIbzeLFa91iABFAgKDUvPbacHPWWc+b22571+zcucstBhByBAhKjZaDPPjgMHPOOV3Nv//9hVsMIOQIEJSqH3/cai6/vK+pXr2b+eKLH9xiICWLFy+259RUqlTJbhaq3aC1uWiTJk3MpEmTCj032DculkRl2IsrhFI3ceISGyAKkrVrOcUQfkaMGGGPP9C5NAMHDtzzu7TWnoqpnaW1qagbCIlCIlEZ9uIKIRQ6d55ou7LUpcVOJ0iVNhFVa0Nn12gDz1ieeOKJQv+fKCQSlWEvrhBCQYPoGkxXiPTv/7VbDCTUokULW+G/9NJLblFciUIiURn24gohNJYsWW8uuqiXqVmzh/n229h3kUAswbqiVE6/TBQSicqwF1cIoTJs2FzbCmnQ4E2zefMOtxiI6eCDD7YV/rZt29yiuIKQSPRAYlwhhE7btmNsiLRrN8YtAmIqToDEkqgMe3GFEDpqeagFohAZPjz5LgnkLrqwSgdXCKE0a9Zqc9553c0f/9jLjo0AiQSD6C+//LJbFFeikIhVNmrUKFO3bl072+v44483jRs3zvkTNmNfPSAE+vWbblshjRuz1QkSW7hwoa3YK1SoYNasWeMWW+3bty/0/7FCIhCrrE6dOmbQoEFm6dKlZsOGDXZa8MUXX1zoObkm9tUDQkDrQR544EMbIm+/PdMtBgoJFhJWrFjRvPXWW+bHH3+0CwknTJhQIgsJdZ7NoYce6n46pyS+QkAp01YnGkyfOXOVWwQUoQWF2srkzDPPNIcccohtlVSuXNk0bdq0yCmYiUIiUZnoSIJnnnnGXH311W5RTol/hQAARQThcuyxx6Y0aJ+NCBAASNH69etN27ZtTa1atdyinEKAIFI0HqLHoEGz3KL8sjCJ2vtF8hQi2vE3lxEgiJSg0r3yyn5m+/afY5aFSdTeL+Jr0KCBPUlz69atdtv45s2bMwbifgIIs6DS1aNv3+kxy8Ikau8X8Q0ePNhUr17dDs5ruvA999xjt4zPZQQIIiWodK+/foCpW7d3of2ywlghR+39Zot69eqZdu3auZ9GmhEgiJSg0h07doH92LXr3qmZYayQo/Z+s8H27dvtLKlq1aq5RUgzAgSRUrDSbdp0sKlVq6dZt25rkbJAp04T9tyNvp6Rx403vlVkvUqq7xfFR4BkDgGCSClY6Wq/rGrVutqQcMsCrVqNyP98ST8uuOC1Iue6B2WSzPtF8REgmUOAIFLcSrdNm9H2AKqVKzcVKQsD9z2F/f1mAwIkcwgQRIpb6S5fvtFWyE8//UmRsjBw31PY3282IEAyhwBBpMSqdDt3nmhq1Oges6y0xXpPYX6/2YAAyRwCBJESq9LdtGm7ueSS3jHLSlus9xTm95sNCJDMIUAQKfEq3QEDZsQtK03x3lNY3282IEAyhwAB9tD2FNOmTTNDhw41eXl5+Q/9vz6fylnbKF0ESOYQIMhJO3fuNMOGDTMPPvigqVKlSv4W3Ykef/jDH0yrVq3M6NGj3S+HECFAMocAiYCud+8X94HULFu2zLRu3dqUL18+PxgOOOAAc9ZZZ5lGjRqZf/zjH3YLDLU+9LFNmzamYcOGNjzKlCmT/5qTTz7ZPPvss/ZoU4QLAZI51EARQFgUn443VWvj4IMPtpWLNsS75ZZbzDvvvGO35U6GNs5788037fGov/rVr+zXOeaYY0zHjh1tiwbhQIBkDrVSBBAgv9ixY5d56qlx5rPPFrlFCfXt29f89re/tZWKPqrlsG7dOvdpKVm+fLlp2bJlfiBVrVrVTJ9eeLfdRHbt2m3XgmiPLKQXAZI51EoRQID8ItiQ8PnnP3eLYtq4caNtZagy+fWvf20effRRe5Z1OulciGuuuSa/VdOnTx/3KTHpbJBzz+2+pzXzhluEYiJAModaKQIIkF/84x8f2wAZP77wflOxLFmyJH9wvFKlSubrr792n5JWPXv2tAGi76dxlGTcf/9Q+/PMnr3GLUIxECCZQ60UAe7AeS4GirqvatfuZerUyTM7d+5yiwuZM2eO+e///m9bidx4441pb3XEM3ny5PzB+UceecQtLkLH3CpAXn11kluEYiBAMie3aqGIysXAcH3++WJb2bZtO8YtKkQtjyA8WrRoYXbv3u0+pUTNnj3bnHTSSfb7v/DCC25xIWvXbjHVq3czDRsOdItQDARI5uR2rRQRBIgx7duPswEybtxCtyifxjyCbiuFR2n59ttvTbly5ez04A8//NAtLkRnhOjnmj//J7cIngiQzMntWikicj1ANGNJx8HqMCYNPscTDJir2yrTLQ+XFhsqQI477jizcuVKtzjfm29+YwOkR48pbhE8ESCZk7u1UoTkeoB8+eVSW8k+9lj8FeCa/RQMmGdqzGNfHnvsMfuebrjhBrcon84F0SFTf/7z224RPBEgmZO7tVKE5HqAPPvspzZARo363i2ytMDv2GOPtVN1S3q2VSp27NiR36U2ZswYtzjfHXe8Z3++H35IbkEjEiNAMid3a6UIyeUAUffV5Zf3tcfFbtkSe7X3Aw88YCsMrfMIm48++si+t+rVq7tF+fr0mW4DpHfvaW4RPBAgmZObtRIiY+rU5bZybd36I7fIWrp0qV0NrhXmYem6ctWpUydhK2Tp0g22G6tx43fdInggQDKHAEGodew43gbIsGFz3SJLrQ5VFtqeJKw0E0vv8brrrnOL8t1yyyAbIitWbHSLkCICJHMIEISWJlJdfXV/e4a4TvFzaQNDLdzTCvDi7m1VkjQjTLv3HnTQQXZTx1hee+0rG5Svv/6NW4QUESCZQ4BE1A+zPjLfT87uBWgzZqy0lWrLlsPcIiu4s9f03bALWkq9evVyi6yFC3+yP2uTJu+7RUgRAZI5BEhEvd/hQtOt2QFmy4b4awyirnPnibZSff/979wiS9uzq6J4993wjx189tln9r3eeuutblG+Ro3esivT16zZ7BYhBQRI5hAgETXpvTZ2ZtasT7L3TO1LL312T4C8YNavj32cbOXKle25HGHuvgqoUjv00EPtNivxdO062Qbmm2+yN1ZxECCZQ4BE1OrFX9kAGfrvy92irDB9+jfmiCPOMA0btnKLrC1btpj999/fnhQYFeedd56t2OIF3rffLjEnnHCtadCguVuEFBAgmUOARNgbj//OdL/312bb5tgDs1GmLdFVCfznP/9xi6xp06bZ8ptuusktCq3bbrvNvudJk+K3MCpWPMO2qtasYYt3XwRI5hAgEfbF261tK2T2+Dy3KPK0JYn2klqxYoVbZA0ePNhWEtouJCqCUEw0ZvO3v/3NPue1115zi5CkIEDOOOMMtwhpRoBE2Mr5X9gAGf5SPbco0mbNmmUrgD/+8Y9uUb5+/frZ5zz33HNuUWh16NDBvmcdsRuPWid6zlVXXeUWIQlbt241999/v72GZcqUMa+88or7FKQRARJlu3eb/o9WMD3uP9js2LrBLY2sJ5980lYAnTt3dovydevWzT6nS5cublFo6b3qPeu9J6I1IwceeGDcsRLENnPmTDsmpmt85JFH2nU3+u8GDRrEXX+D4iFAIu7zAS1sK2Tul6+7RZH1v//7v/bu8Ycf4h9dm60tEHn44YeTeh72Uihrlpuu25/+9Cfz008/2XNZzj77bPu5ChUqmHHjxrkvQzERIBG3fM4nNkA++s+f3KJI+v777+0fvGYsJRLlMZD33nvPLSrk888/z79zRmIKCgWGrpcCpGvXwtPat23bZg8X0w2JxtT+7//+z/z8c/wzZZAaAiTidu/eZfq2Km9ee+Aws3N79BegBXfp//rXv9yiQqZPn26fp8OjouIvf/mLfc86Oz0RbX1ywgkn2C1awrpBZBhocWZwfLG6rtSFFc+QIUPshpt67oUXXmgWLVrkPgUeCJAs8Gm/ZrYVMv+rQW5R5Jx77rn2bnH+/PluUSEaLNUd5e9//3u3KLSCn239+n2f+xEMBA8cmN3b1fhQC6J9+/Z2urOuUfPmze3vw75o5+a6deva1/zmN78xb7/NIV7FRYBkgSWzRtoAGd3jZrcoUhYvXmwr2KpVq7pFMemuUyEShTUTquC07fz//M//uEUxffzxx5FrYWWCxsU0O0/X5uijjzbvv5/a3mG7du0yzzzzjD18TF/jnnvusYtS4YcAyQK7du00vR862vR6sKz5eWfsbT+i4MUXX7R/1E8//bRbFNNf//pX+/w333zTLQqdIBDuuOMOtygm3WWry+Xwww9P6u46F2js6KijjrLXsXbt2mbJkiXuU5L2xRdf2DDX19KWOGE6yTJKCJAsMbb3nbYVsmj6B25RZNSqVcv+QX/3XezNE11BpVy/fn23KHSCUxNffz352XJNmza1r9nXoHu2U4Ded9999lqo20rTvNWSKC51Jf75z3+2X1etw5deesl9CvaBAMkSi74ZagNkTN7tblEkLF++3HZH6W4wWRps1l2kKhX1b4eVzkbXme1qTaQyKD58+HBbuWnwPVfNmDHDjnPpOmjAXDPU0k1b7OvfJrgZWbt2rfsUxEGAZImfd243f290pGly5VHm559jnx0eZq+++qr9A9Y0y1SoP1uva9mypVsUGnl5efY93n57auGu4ClXrpwd8NX2HLlGvxOaiaZr17BhwxJdWDl79mw79qbvdfrptcyECcm1gnMdAZJFWj1wqyl7yH7mo49inx8eZhdccIH949X03FRs2LDBHHPMMbai0SB82Ggs48wzz7STA775JvXTBhs3bmyvywcfRLdrMlVaNX799dfbn/uwww4z3bt3d59SIhTSrVu3MSed9Kc9YfKieeWVSXv+/YrfVZbNCJAs8s4779g/Os0siYKFCxeajh07mvPPP9++b3Vh+VSy+hp6/dVXX+0WlTptx6L3psVuqVI/v3Yb1uvVTacWjIJEi+Oy1SeffGJXjetnPuuss+y+aJn2ySdzzKWX9rFns9xxx3tm2TLOqY+HAMkimo6ovtzjjjsutKtt586da/75z3+a6tWr20oieGgQUx/Vknj55ZfdlyWks9GD7oeePXu6xaVGLSLtyaSfacGCBW5xQsuWLTOXXHJJfrAGXTl6HHHEEfYYX61j2Lw5+otHRb+v7dq1sz+rfkadNlmaQalTIe+7b6gNkdq1e5mRI793nwJDgGQd9RXrD3Ds2LFuUanRQKgqh2Cju+ChEFGYzJs3zz5PW5iry0Jl1113XUqDmer6UiWrINrXSu9MUKgFLatnn33WLU5o6NChdtBdr1XXnlZNq3tFZ8Dfeeeddv1DcA21fccNN9xg9wbbuDGad8oK2mAGnrojfbrrNKNK/+7aKl9jTsFD/6/P+4yf7N5tTO/e08y553a3QfLkk+PM1q3RG18sSQRIltGaCP0hatpoaZoyZYpp06aNqVixYn5lp3EAbSPxwgsv2O6rWDSFV5sp6vmpboCnzQf1uvLly5s5c+a4xRl111132fdy2WWXJT3lVCGhyQDBvk3aOytWS1LhNGrUKNtVqZ81uL4Kz2uuucZWnFHZfVbdrpoooPd/8cUXJz2bTi2v/v3723U1wXqOfT3+67/+y55Jr1aq9tBK1syZq0z9+m/YELnhhgFm9uzwL1zNFAIky+guVBXJSSedZKe5ZpKmWLZq1arQH7Qqwjp16thuqWQrB1WkvhvgBRsW6ufXbqylQddA70HhuXr1arc4poLBqfeebAtS/8YKWV2vYOxAD620vvTSS+0A9MqVK92XlTp1tzZr1sy+V43vqCWaTNCqNauxoKClqod+32vUqGG79dTSfeKJJ2yI6qP+X6GhbWSC3Xr10FbvauWOGTPG/RYxbd68Y88N0WgbIjVr9thzo5b6WF02IkCykOay649k/PjxblFa6Q9eFZ1aO6r0gj9OnWVx+eWXmx49ephVq1a5L0uaunKCDfCCrpxktG7d2r5Gd7ajR492i0uMWgZBy+PEE09MetxDd8TpWocwYcIE88gjj5hTTjkl/99DIayV2zqPpDirt9NFq7613kfvTWef6D3vi66lJiLopkKvUxef9sDSYtJkV+rrxkQbMOrUx2ATRj3UlZpskAwZMtvUqtXTBslDDw3f05JJ7ntnKwIkC/Xu3dv+YehOON1USY4cOdLcfffddrA++CPUXeC1115rv3cq3QP7osFknw3w1E2milMPbfmuNRUlSf34wZiHWh7JhIf67YNZViWxEnrq1Km2RaajXYN/Jz0Uxs8//3xS7zHd1BINJgRon699jU3oJkVjSMFrNCVarYt0/HvqBkXdZsF10VhSMq21RYvW7WnVDLIhcuWV/cykScm1rLMRAZKFVIGrFZDsxn37otkw2g5bXQfBXkR6qBuhUaNGdnuOVFZYp8rdAE/hlczsIw06ByGnO14FX7qpa01TdRVu+j4a80im1ZXpvZg0HVY72GpqbMEwOeecc8xTTz1V4mNGalWpyyj4vUnmzHddR11PvUbXV9c52a7MVOj3ImgR6fdFvzf7snPnrj03KRNMtWpd97Rguplevaa6T8kJBEiWuuKKK+wfhAazfaiPWnf76lfWtNGgwilbtqztU9bgZ6Z3MZ04cWJ+10ylSpWSWnSoO0rdWQbvX3ecuvMsLt0B605Yd8T6urpD1p3yvvrxVa7+/tLcDVaHdum9alygYJhUqVLFjhn4rMVJRN2cwfiMxnmS2etMraNgAoZadiW9SFT/nmqpBq1WtWCTMX78D3bNiFoiBal1osegQUXXsQRl2YAAyVIaPNUfXyon9mkAXjNbVOEWHHDUtFHNdlHFW9pbargb4CV7Jrr6uAuuPVEfuPrC1See7M+kvnb1uavvPZhmqz559c0n0x2kSQRBl4nGZwYNKv3zWzSu1KlTJzuNNhhf0OO0006zvzuTJk1yX5I0tRY0AUIVsr62Zpglc611LTWGpPehMSV1m2aKxsyCWWEaS0uGBtjdsZAgJBQs27cXbjURIAg9Nf81u+X00093iwrRdE/dSderVy9/MZ8emh6qu2NNF83kH3CyCm6Ap7GXZM8EUZCoK0WzcIKfVWGpu3G1rGLN4lErTLN8Cl4fdcOoS0+zgpKhtQ1a46DXqrJOdkJAJmm8SftPKeSCw5r00EC3ts5X2CZLP1+wPY0mQiTb6tOstaDlURJjeMnQ7L1gUojGkHwEIaFH376FW8oECCIhuNt1uyTUraMWiqZ5Bl0peqibQSuANS0001OAfRTcAE9/8MnOpBGNE2n2k0JD6wOCa5DooTELtcTUSktmDEaCM7n1et2Jt23btkT68dNNFbnGKdQVqvG04BqoZaDTEnWt43XXqeszGBPSBAgFUzL09YIxD7U8SpPGhII1NlpflKogJK6/fsCea9DbtlLcsmxAgGQxzXjRH4DuojV9U7N8NJ0z2C5CD40paNpnMlMpw0hdIg899FD+mhEtXvRpMWk2UKKVzMkcQ+vSnezZZ59tr7PCWfs8RZGuTZ8+fWzLreCWKurGa9Kkid28U2MIClVNcFCZbkySGRMqSM/XazXm4fNvmG76d1erUz9zMuNtBQUhMXbsAvuxa9e9uyMQIIiEL7/80lasBbsj9FC3lirar776yn1JZGnmTDAuoQoo3kr3TNEamGCxW4MGDSKzMnxfNNtOux1oCm7BxXyaXBGEi25KNOEhFRr30Ou1d1hJD5inQq1U/Uxq6aYSagVDomnTwXbtyLp1v4yTECAILW1WqCNhq1WrVig0tBZAffqlsbtppuhQKnXL6edVF8rAgQPdp5Q43a1rarPegypEjSlkK00qUAtNB14F3Vz6PfNprWkigl6vqbpho12e9d6063OyCobErFmr7XTfTp1+aeUTIAgVjXGomyo4uS14aOA36FPWOopcoLGb5557Ln9sR10syY5XFJdW/mvAWd9XU2LdsadsNnPmTPtza+A8VbpOailrSnQYx4fUItLNgCZB6PyZZLghoW1QtAXKypWbipRFGQESUeqfffzxx+10yyAw9EeoGT6alhnM8lFXjj6vFkkuUffd7373O3tdVDFNmzbNfUraqJ9fi/GCrkKd353s9hrZRLst77///knveRbQbDZdN405hZWmIKdyI+aGxPLlG22APP30J0XKoowAiRBNo9R0yuAuVw9VWppt9corr8Sd7aL1DwqRZNYqZBPdLWoKrq6Tpu2WRPeIJidos0h9D63SV5dOrlIXqa5DKluyaExF07E1fpWO7UlKikJRf2uaiZfMDMVYIdG580RTo8YvW8O7ZVFFgISY7mw1XVIL14KFVXqov1nTKzXNMpndXoPZLan04WYT7c8VrKbXdufJXLNkvP/++/lnc1x00UWhGvwtDVoTo2uhQE2WtsHRa0r7+IFkBJuUajHpvsQKiU2btptLLukdsyyqCJCQ2fXzDrNk1kgzqldTc+ulx5pDDvwlNNQHq19gVYb72oDOpYF1fQ3NTspVugbBxIITTjihWLv0am2HKrygBag77zD23ZcGzfDTNUlmPzDRuppkK+XSFpy1o16AfYkXEgMGzIhbFkUESAj8vHObWTT9AzMm73aT17Kc6Xr3fvZx71WHmfub3mjeeOONYm9W6Ns/nU3URaI/fnXn6Vpoq45UpmaKBouDDQm1APHTTz91n5LTdE11bbRQNRnqEtJaiyiMGWm3A6010t8SfkGAlJKd2zeb+VPeNqNfu8X0fODw/NDo9WBZ83HPv5gFU981O7anb5M9n/7pbDV8+PD8XXrPO++8pMeGunXrlr9HmKadpnPb+myhzTt1fdTFui+a7qsw1zYyUaGZjgqRKAReJhAgHoLKPtYjkR3bNpq5X/QzH/3nT+a15ofmv6b3Q0ebsb3vNIu/+dDs2rndfVla+PRPZ7MVK1bYQ690TbR4Td0T8Sgogh19FSBdu2ZH90NJUatC43T7WjypmYS6plpHEhVaQKn3nOrK9GyVuMZDTMmERWDb5h/N7M97mWEvXWN63HdQ/mv7tipvPu3XzCz9drTZtSu1bhRfWuSlu6dk+6eznWbT6GClYM3InXfeWaSrUDPfgtPr1HWhLiwkFhzpq/G6RN577z37PN8NC0tD0EU3ePBgtygnJVcLopBkAmTxjGFmaKdLTfd7f53//P6PVjCfD2hhls/5RLWX+5ISp3Uj+uVXVwz20pblp556qr02GgTWFi8aFNcBTMHaDs2Eo9siOdpXTddMuyQnok0K9bwOHTq4RaGlRap6z/36FT7/w/Xuu9/akwuzXeJaEDElEyAD/nG6fc4bj51iJg561Kyc/4X7lIxTxahffnXdoDCdhXLbbbfZ66PulyBQNE1X03WRPLXstDuyBsd1XePRjYyucbJnuoSB3uu+bsKmTFlmZ1k991zy299HVeJaEDElEyDrV39v1i4N31YW2ugumf7pXKW74mBfJ0171kJBpE7HAugaJhpbytYWSIcOn9sAGTFinluUdRLXgogpCBD3EQXJ9k/nsmCbmFS2IkdhOsZWv2cNGzZ0i/Jp1b6ek01jIOqZ1imE2rak4Bkg2SoatV7IRCkwXMn2TwPFofDVVGlt+R7vzHeNPel3UV2HUXHTTTfZ9xxvb7Xp01fY1sfDD49wi7JSNGvBUhblACnYP53szqKADx2JrMr2nXfecYss7aigcq3FiYpgQW68UHzxxQk2QIYMme0WZaVo1oKlLMoBIq3/+qA57fj9zKihb7hFQNropEIFhDa0jEdTpLW2RidLhp0CT7PyKleu7Bblq1fv9T2B2H3PzVn4f550iG4tWIqiHiCzpo4zLa/az7z74g1uEZA22iZGOxRroWa8gNCZ9AoZrbcJu2DMRhMEYvn229W29fHAAx+6RVkrurVgKYp6gOzevcv0aXWcee2Bw8zOHbGb4kA6BJslDhkyxC2yevXqZcsfffRRtyh0gqMBdHxyLC+//KUNEK0ByRXRrQVLUdQDRLQKXj/Dgq9i908D6aDgUKWrIIlF08l1VovOuEnmnI3Sou4r7Yhdvnz5uBtwXn/9AHvex48/5s6C02jXgvD2w6yPbIBoM0egpGjr+7Jly9oFmfEq3uuuuy7hnX0YBGfqxGspzZu31rY+mjX7wC3KagRIjtL+W9rEsVeLI+128kBJufnmm23lO3LkSLfI0qFpKg/rRp/aH+23v/2tnbkY7ziErl0n2wAZODC39kojQHLY2Lw7bCtk0dex+6eBdBg0aJANiGbNmrlF+XTssp6jmVtho1aH3luiUxNvuumtPT9DN7N69Wa3KKsRIDlMwaEAUZAAJWXz5s12QaHGD+Kt7g9aIVWqVAnV2ehff/213a1ZZ7avXbvWLba0aaJaH3femXt7phEgOUxdV+rCUldWpraUR24KzlMZN26cW5QveI62CwkDdV1VqlTJvqc+ffq4xfl69ZpqA6R//6/doqxHgOQ4DaKrFaJBdaCk6FjmRGsoZOXKlXb7E51ZU5wz69NBM8KCw6MSLYSUv/zlHVOtWlezbFn8nYezFQGS4zSNVwGiab1ASdG2ORqErlChQsLpupqJpQApV66c+fbb0ltP0aJFi/wutURb0i9dusGGh0IkFxEgOU4LCbWgUAsLtcAQKCn16tWzlfIXXyQ+G+eFF16wz9OebbNnZ3ZPKYVbEB7aZmVf2/n36zfddl/l5U11i3ICAQIz8j832FbIsjnx+6eB4srLy7MVc+vWrd2iIh555BH7XA28a3v9TNCYR9BtpfCYM2eO+5Qi7rjjPRsgixevd4tyAgECM+/LN2yAfP5m/P5poLi06lwzmnSoWTJ0Togqc60A79mzp1ucVpptFQyYq9tqXy0PWbVqs526qym8uYoAgdmxdYPpcf/Bpt+jJ5XKWe3IHTpOWZW0jldOhmY/KUD0mmuuuWbPnf5i9ynFolaH1nko2IIB80RjHgVpzyu1Prp1m+IW5QwCBJZmY/V6sKzZ9XN45uAj+wTnoOvEx2RNnz7dVK1a1b5OA/EtW7Y0y5cvd5+WEu1tpe1JtMJcX1cfdcRuKmbOXGWaNx9qWyK5igCB9fOOrWbbptgLpYB0WbVqlZ1ldcYZZ7hFCWkfrY4dO5pjjjnGVvg6l6N+/fr2zPV4C/xc69evt4dbqZURtGoUSJparO41pI4AAZBR2vNKlffMmanvG6XpwGo5aPdefQ09ypQpY08K1Pnrbdq0Me3atbMD9vqocZRGjRqZs846ywZX8BoNzmswf9myZe63QAoIEAAZ1aVLF1uJt2/f3i1KiRYbtmrVyoZHEAyJHhocV2tj2LBhcXcGRmoIEAAZpR1tda64WgXpom3jp02bZoYOHWpbH8FD/6/Pb92aO2d0ZBIBgkKCw7JiPYB0Of/8822rYO7cuW5RqGiWlR6DBs1yi/LLchm1AgohLJAJGhBXgGg8I8yCkLjyyn5m+/afY5blMmoKFEKAIBMWLFhgB791DkiYBSGhR9++02OW5TJqChRCgCBTqlWrZkNk0aJFblFoBCGh887r1u1tNm/eu06KACFA4CBAkCn//Oc/bTdWp06d3KLQCEJi7NgF9qOOrnXLchk1BQpxB84JFJQU7bSrANFiPq3r8H387neVTc2a95t69V4v9uOeez4wu3bt3c6nYEg0bTrY1KrV06xb98uMLgKEAIGDwEAmnXbaaaZs2bJFQiGVRzoD5N57h8QNkFmzVtuzPzp1mlCkLFdRU6AQAgTYyw2JNm1G7wmrHmblyk1FynIRNQUKIUCAvdyQWL58ow2Qp5/+pEhZLqKmQCEECLBXrJDo3HmiqVGje8yyXENNgUIIEGCvWCGxadN2c8klvWOW5RpqChRCgAB7xQuJAQNmxC3LJdQUAAAvBAgAwAsBAgDF9OOPW02HDp+bpUs3uEVZjQABgGKaOHGJHQ+5+eZBRXbtzWYECACkwV//OsKGSMeO492irEWAAEAarF+/zZ4bou1OPvssvDsMpxMBAgBpMmXKMlO9ejdz6aV9zOrVm93irEOAAEAavfrqJNuV5W7MmI0IEABII4XGnXe+b0MkL2+qW5xVCBAASLNlyzaa2rV7mXPP7W5mzFjpFmcNAgQASsCoUd/bVkj9+m/Y/bOyEQECACXkqafG2RB5/PHRblFWIEAAoIRs3brT1Kv3kjnqqHNNXl6eWxx5BAgAlKBvvpllz30//PDDzZw5c9ziSCNAAKCEdenSxey3337mnHPOMdu3Z894CAECABlw7bXX2hB5+OGH3aLIIkAAIAPWrFljTjzxRFOmTBkzbNgwtziSCBAAyJCPP/7YHHDAAea4444zy5cvd4sjhwABgAx6/PHHbVfWZZddZnbvjvZWJwQIAGTQzp07Tc2aNW2I9O7d2y2OFAIEADJs4cKF5qqrrjJjx451iyKFAAEAeCFAAABeCBAACInFixebhx56yFSqVMkcdthh5ogjjjBVqlQxTZo0MZMmTSr0XI2h6BFLorJ0KvnvAADYpxEjRpiyZcuaU0891QwcONCsXbvWbNmyxYwfP97Ur1+/SCAkColEZelU8t8BAJDQokWLbGtDCw1Xr17tFltPPPFEof9PFBKJytKp5L8DACChFi1a2Ar/pZdecoviShQSicrSqeS/AwAgodNPP91W+HPnznWL4koUEonK0qnkvwMAICFt964Kf9u2bW5RXEFIJHqUtJL/DgCAhIoTILEkKkunkv8OAICE6MICAHgJBtFffvlltyiuRCGRqCydSv47AAAS0t5YmsZboUIFe25ILO3bty/0/4lCIlbZqFGjTN26de33Of74403jxo3NihUrCj0nVbG/OwAgo4KFhBUrVjRvvfWW+fHHH+1CwgkTJqRlIWGdOnXMoEGDzNKlS82GDRvsupKLL7640HNSFfu7AwAyTgsKtZXJmWeeaQ455BDbWqhcubJp2rSpmTx5cqHnxgqJQKKywMaNG82hhx7qfjolib8DACDrbNq0yTzzzDPm6quvdotSQoAAQA4JWifHHntsSrO+YiFAACDHrF+/3rRt29bUqlXLLUoJAQIAOUghoi3ji4MAAYAc0KBBA/PVV1+ZrVu32nNHmjdvzhgIAGDfBg8ebKpXr25nd2m9yT333GPPHCkOAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF7+HwPLRroIN7aiAAAAAElFTkSuQmCC)
| Product Number | 3H30-3-9B |
| CAS | 1006323-05-2 |
| MDL Number | MFCD08556263 |
| Molecular Formula | C12H16F3N5 |
| Molecular Weight | 287.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory