![1-(4-Chlorophenyl)-3,5-dimethyl-1H-[1,2,3]triazolo[1,5-a]pyridin-8-ium tetrafluoroborate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA7CAAAOwgEVKEqAAAACz3pUWHRtb2xTb3VyY2UAAHichZbbbqMwEIZfZcT1xnhsbKBKUnVTVVqp3YttK+3dyiU0RQpQAc3h7XeMkzaQFOJUYzz/Z4/rGZPp9S5fwyat6qwsZh4y7kFaJOUyK1Yz7/npbhJ51/NpQiISFvXMe2ua9yvf3263LHlLc7MrC5aUuef8V7s662i2kpXVyheco//34f6xZSZZUTemSFKi6uyqbgfvy8Q0bRTfLOHnptpkhe/kfl5t3Gz/BLdfznb10vvay4J8N4TCa7ZO4bWsctPARnBGX/4DVmmRVqZJl/Cyp2HJAtr7fPpwWyYfeVo01LUzZIlZPzbVR0IDeblOkw+ajDq/bmdejgSYpsxvqsrswfbssEEwAowEE4BRYDSYEEwEJgaDnP7IjyRAUiBJkDRIIiQVkgxJJ0gn7DykE5LOZJ3aoJ727+nMu4OfcNe2BbXf1BbHtj4MLb6a5/a+XryZakU0hwkCH2gdL52QIIZx+kDXIFMBt7M5GzIeULghUxghaKZRxMeng08xJVVMhmsCNOMxV/SkMdBWGesIIsZDEZKJIzLImUQdACLTiuOXFeSX0affyT3YU6zHeHpRdmOfBExoHsFEsDDW2G5CcWllkge0IENNj8iCiAdAqwUKgTIkim3ASgUIkoU6luQjILRgGLkJODrrnskvrJV2tyfWjVMC+Z8ZNJ++lMXypAvZcua9oNem1p/0tRaH7PKgrJZpRQVrJ7DSU0B0AZuLw4A8A4JhIDgD1DCguoAtiWFAdwFbQJ/AzSUg7AK23IaBqAu0xTkcU9w7iLaWhxexU3aYtvZHmP6Bt3fFCNM7c3e3DG8H5QVGjazTO3l3d40w6sL/bYzR56cTjiC9DHDX6QjTSwJ3/Y4w/TRor+thRvTSwF3vI1WMF5iR1BH90j+8PgYZeVZqo0g/C75l/JMbzT++P6l79m71T168Pv3cmP8HgvRtKIgAq2kAADU0SURBVHhe7d0JvNVj4sdxjSGRRINClmQo/6K02ZtRFKkYkmQpaWyRmKmQSRSpMRhGaRlJSotUipBKe6SkRAst2nftJc+/7/N37v+ep7M+3XPP75z7ec/rvNLv+Z1zfudO9/me37MeZgAA8HCYewAAgEQQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAoMA7rCe/BoAPfnOQ1Xb9sst0mtXJlB9c3hzV+yhTqn8pc+2H15rxK8fnnEOAAH74zUHW2v3LbnPJ+5eYZhOamfmb5ps9+/eY5duWmxFLR5jLR1yecx4BAvjhNwdZq8vsLqbh2Ibu4YMQIIAffnOQtSoMqWCmrpnqHj4IAQL44TcHWUt9Hpt2b3IPH4QAAfzwm4OsRYAAqcVvDrIWTVhAavGbg6zV+avOdKIDKcRvDrKW5oDUGF7D3D3xbjuMd+/+vWbF9hV2GO8VI6/IOY8AAfzwm4OstnPfTtPxy47mvHfPM4V7FzYl+5dkIiGQR/jNAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAUCBpWG+5d8uZH3/+0S0CkCACBAXSkq1L7PBdTTYE4IcAQYFVaVglU3lYZfcwgAQRICiwnv3qWVOoZyHzw88/uEUAEkCAoMBasHmBbcbq9nU3twhAAggQFGjaK13rZQFIHgGCAq3DFx1sM5YWWQSQHAIEBdqcDXNsM9Yr37ziFgGIgwBBgVd2YFlz5cgr3cMA4iBAUOC1ndHWHP7G4WbNzjVuEYAYCBAUeDPXzbTNWD2+7eEWAYiBAEGB9+uB/50x4AxTe3RttwhADAQIcMAjUx8xR/Q6wmzcudEtAhAFAQIcMOn7SeawKw4zfQf3dYsAREGAAAfs37/flCpVytSrV88tAhAFAQL85v777zeFCxc2W7dudYsARECAAL8ZN26cOeyww8yAAQPcIgARECDAb3755Rfzhz/8wdx4441uEYAICBAglxYtWpijjz7abN++3S0C4CBAgFw+/PBD24w1ZMgQtwiAgwABctmzZ48pXry4ufXWW90iAA4CBHDcfvvt5thjjzW7d+92iwDkQoAAjvfff982Y40cOdItApALAQI4du3aZYoWLWruvPNOtwhALgQIEMEtt9xijj/+eLN37163CMBvCBAggubNm9tmLHWoN2zY0Dz33HPm008/ZZY6kAsBAjg++eQTc+SRR5oTTzzR1K9f35x++uk2TEKP888/39x1113m1VdfNV999ZXZt2+f+xJAgUCAALnMmjXLjsA677zzzIYNG3KOr1271nauP/7446Z27drmuOOOywmUIkWKmIsvvti0bt3aDBw40CxevDjXKwLZiwABfrNkyRJz8sknm1NOOcUsXbrULT7It99+a/r162datWplLrroInvXEgqVE044wVx33XWmY8eO5oMPPjCbNm1ynw5kPAIEOGDdunWmbNmyts/j66+/dosTonkjM2bMMC+99JJp0qSJOeecc8KavvT6mqCo8mnTptnRXkAmI0BQ4G3bts1UqVLFHHXUUWb8+PFu8SHRnceYMWPM008/ba6//npTokSJnEA54ogjTOXKlc0DDzxg3nzzTTNv3jz36UCgESAo0DRM9+qrrzaHH354vq1/paayQYMG2T6TSy65xPahhEKlWLFiplatWqZ9+/a2z2X16tXu04HAIEBQYP3666+madOmtuLWiKp00Sgujeb6z3/+Y5o1a2YqVKgQ1vRVunRpu8S8VgomUBAkBAgKrMcee8xW0E888YRblHY///yz3eDq+eefNzfccIPdblfX2qhRI/dUIG0IEBRI//znP22FrAmDmaJGjRp2eDEQFAQIChxtWfu73/3O1KtXz+5C6EvzRBYtWmQ73kMP/T33/JG89OKLL9rQo7MdQUGAoED5+OOP7XwNTfzbsWOHWxyVhtxqs6m2bdvajm/N88jdT+E+tI6W7hgeffRRu6pvXuxwqLkphQoVsiO6gCAgQFBgRJtlHsv06dNtM1do5rnuXDT0VsfUP6Hht8OGDbN3H/pTf+/atavt8NbQ4N///vf2edomt3Hjxmb06NHuWyRFr1mxYkX3MJAWBAgKBC0volnmp556akKzzBUINWvWtJW/htmq8h8+fHjSiynqzmPs2LE2cDRJUa9Xvnx5GzT79+93T49LizrqNdRUBqQbAYKsp3Wszj77bFuBz5071y0O89NPP9ml3FVJn3TSSaZLly5my5Yt7mleNFO9d+/eply5cvb1K1WqZD7//HP3tJgWLlxon6u7HyDdCBBkNc0y1zpVmmU+YcIEtzjMiBEjbN+F+kg0kS8v+i0i0fwT3YFoaK76NB5++OGkljVRE1bVqlXdw0C+I0CQtXLPMh86dKhbHEaBoW/2msQ3f/58tzglFG4tW7a076tQSKRpTdSJruBJ9HwgVQgQZCV9y7/tttts5fzaa6+5xTk0C1xb1+q8O+64w+zcudM9JeXUt6LOffXRaDHGeDSMV9erYb1AOhEgyEoaPqtK9sknn3SLcihkQuGh4bnppL4ZLVmiIEkkRM4991xz6aWXuoeBfEWAIOt0797dhsLdd9/tFoUJNVulOzxC1CSl3Q/VDxOvs18bW2lI8apVq9wiIN8QIMgqb7/9dkKzzLXSrfoR1GwVJBqeq6ass846y2zcuNEtzqE5LfGa54BUI0CQNXLPMo/Vl7Fy5Uo7k1wd5rHOS5eJEyfavULq1q3rFoVRyPz5z392DwP5hgBBVvjyyy9t/4HmWMT65i6a56Ggya/RVj66detm7zD69u3rFuXQasKa6a7dFIF0IECQ8TTLXJP+NMt82bJlbnEYzTBXxdyuXTu3KFA0S71atWq2PyRaQGhbXH2WXr16uUVAviBAkNGSmWUuWp5EfQypmiSYl2bPnm37czSiLBKNIjvttNNMnTp13CIgXxAgyFjadCk0y1z9BvGEvrFreZJMcfPNN9uFGKPtRNiqVSvbHLd582a3CEg5AgQZac+ePaZ27dp2lrlWwU2EhvWqMs6rta3yg+6qFHqdO3d2iywtz6Lyt956yy0CUo4AQUZS/4AqTu0jngitNaUl2bWqbqbRviJqplOTlUt9JWqSa9CggVsEpBwBgoxUtGhRU7ZsWfdwVNoMSoGj+R+ZpkePHvbaNdIskr/+9a+2GU9rawH5iQBBRmrTpo0dwproxlCaba7mrkxqvgrRyLJYfTea/6LyQYMGuUVAShEgyEhTpkyxlWafPn3cooi0bpQ63DOV1r5Sn08kWhBSEyPV4Q7kJwIEGUn9Aaeccoq59tpr3aKIVME2a9bMPZwx1HejzxuNPpua9YI4sx7ZiwBBxnrwwQdN4cKF4zZLrV+/3t6taDvYTNWpUyf7GaIN1x01apQtf++999wiIGUIEGSszz77zFaa/fv3d4vChPbPyOShrtrBUJ/h22+/dYssbZdbrFgx07RpU7cISBkCBBlLq+2eeOKJ5oYbbnCLwoQmEGrjpkyluS76DLH2CmnSpIkdqqw5MkB+IECQ0e655x5TpEiRmEuThO5UPvroI7coY+ja9Rn0WaIJhczo0aPdIiAlCBBktFDFOnjwYLcoR0G5A9mxY4c55phjTPPmzd0iICUIEGS0vXv32hVrtUR7NAWhDyTkpptuMiVKlLBDe4FUI0CQ8bSvufYC0XIlkWTDKKxnnnkm5iiskIEDB9rzPvnkE7cIyHMECDLeyJEjbaUZa5kS3aVkctOOOshLlSrlHj6IVijWsib33nuvWwTkOQIEGU9DWHUHEmt/c21zW716dfdwxihfvry56qqr3MMRXX/99aZkyZJ2oUUglQgQZAXN1NamUtGGsGpTJu0znokLDq5atcoUKlTINmMlItRf8vnnn7tFQJ4iQJAVhgwZYitNrbobSaiZK1p5kIUCYerUqW5RRJs2bbJhqf1PgFQiQJAVNA9Em0W1aNHCLbJ056HyTKxUa9WqZfd718TJRKxZs8Z+Vk0qBFKJAEHWuPHGG+3M9GgVrYb6qjNdfSaZYunSpXZf9Pbt27tFEakTvXLlynaNsKFDh7rFQJ4iQJA1BgwYYJt6xo0b5xZZmqGt8kSXgA+Chx56yO5jsmjRIrfoIOr/0d2KzmdRReQHAgRZY+vWrfab9/333+8WWVoC/vzzzzflypWLuD1s0KjzXMu0aAhvPPo8Ok8B+frrr7vFQEoQIMgq1113nd03I9oQ1lCHtP4MOg1L1q6L8WafyyOPPGI/V4cOHdwiIGUIEGSVvn372op08uTJbpGlYKlUqZINmSAP6R0/frwduqute+Pp1q2b/czRBhAAqUKAIKts3LjRDmHVN/JoND9ClbNW8g0ifYYzzjjDnH766XFDTnuh6LPUr18/6uABIFUIEGQd7R2uCjhWP8fDDz9sv7UHbYVe3SHVq1fPNl1Fu4sK0UrECkvt985WtkgHAgRZp0ePHjYcZs6c6Rbl0MKLFStWtLv4ff31125x2rRq1cpeu5qlYvniiy/sHuha4kR3LEA6ECDIOppIp6Gsbdu2dYvCaI7FySefbEqXLm3/O93UAa7wuO+++9yiMBrSe9JJJ5nTTjvNLF++3C0G8g0Bgqx0xRVXmLJly7qHD6K7FC3EqP6GROZapIKarUJ3HrfeemvUEWSicCxTpoydEPnNN9+4xUC+IkCQlV5++WVbIc+ZM8ctOsj06dNthay7kYkTJ7rFKaXmJ/V5hO48YoVHaJa55oawUCKCgABBVlqxYoUdnfTUU0+5RRHNnTvXnHXWWbZTWv0P+TGiSUN11dmvDvN4fR7MMkcQZU2A9Gx5WMQHCq4aNWrYmeeJ0t1A3bp17d1AtWrVzOzZs91T8sTq1avtJEG9j5rO4o220mgyNW3pfA0QAIIia2pYwgKu0AS7BQsWuEUxaa0sNWnpDqZRo0b27iQvLFu2zK5tpR0DddehSYLx5nlI69at7edI9G4KyC9ZU+sSIHAtWbLEhsCzzz7rFsW1bt06uwmV+htUeetuRt/+FQLJ0HpWWjZFzU+6FjVBac2qRJYnkRdeeMG+f1AnPaJgy5palwBBJOp01tIlvtTc1LlzZ3P22WfbilyPc8891y4Nrx0CFQ6DBw+2/Rna1Ep/V2Bph0Q1n4Weo/082rVrl9RIr7feesuGToMGDfKlTwZIVtbUum7fB30gEFXmqsB1N3KoNHmvS5cupk6dOnbP8VA4RHpoRJdmxHfq1MnuJBhrdFUkzDJHJsiaGpawQCTq/1CFrqagvLZ582bz448/2ruP0EN/1/FDobkpmmWuOxhtTwsEVdbUugQIovnjH/9ozjzzTDvHQ1vfBtnChQvtroqaHc8scwRd1tS6BAiiUX9FqGlJ28NecMEFtlP6jTfesBMNk21eShX1t4Rmmc+bN88tBgIna2pdAgSxaGKhJuD97W9/MzVr1rRNRKFQOeaYY+zSJxpWq33Ekx1plRe0m6I6+zXqa9KkSW4xEEhZU+sSIEiGJudpFd7evXubv/71r+bCCy+0Q2xzd4Jr9JNGYH388cdmy5Yt7kvkGc0yv+qqq+z7B215eSAWal3gNzt27LDf/l988UVz8803236T3COrtJe6ZpC/8sorZtasWWbv3r3uSyRNzWca8qvX79mzp1sMBBoBAsSwfv16M2LECPPkk0+aa665xhQvXjwnUDSjvHr16nZzqgEDBtgO8GSFNrbq2LGjWwQEHgECJOm7776zW8lqWZKqVauawoUL54SKOsC1npaWHRk5cmTMzZ66du1qn9OyZUu3CMgIBAhwiNSHobkbWkK+adOmdqZ67qYvjazSSLB//etfZsqUKXZiYL9+/ews84YNGzLLHBmLAAFSQJMJNZtcy53Ur1/fzu0IBYqGEutPra/FLHNksqwLkLVLppm3Hj3J7Ny6xi0C0kqz1LVulpZCodMc2SDrAmTxzIF2SO+G5anZywE4VPv27TMlSpQwN910k1sEZBQCBEiD5s2b2wmMGjoMZCoCBEiD0aNH22asYcOGuUVAxiBAgDTQyK3jjjvObi4FZCoCBEgTDfktVqyY2b17t1sEZAQCBEgTLe6oZqxRo0a5RUBGIECANNEcEK0KfNddd7lFQEYgQIA00qKNJ5xwgh3aC2SarAuQCfMGmmuePswsXk2AIPgGDRpkm7G0ZDyQabIuQAYuHmgO63mYmb2BAEHwbdu2za7qqz1JgExDgABppo2rtIFVULbWBRJFgABp9tZb/c0xx5xppkzh3ywyCwECpNnWrTtMxYodzAsvsBc6MgsBAgRAq1ZjTN26b5tff3VLgOAiQIAAGD58gbnoop5m7ty1bhEQWAQIEACbNu0y1ar1Mi+9NM0tAgIrawNkzoY5bhEQaPfeO8pcf/077mEgsLIuQNbsXGP+Pv3vZu/+vW4REGiDB8+3zVgLFqx3i4BAyroAATLV+vU7TNWqb5jXXpvpFgGBRIAAAdK8+Qhz443vuoeBQCJAgAAZMGCubcZasmSTWwQEjleAaLXbSI90Usd57sdRvY8yZQaWMQ9Nechs3L3RPT1fuD+fIPycEGyrVm0zVar0NG+8McstAgLHqzYLYiWo0Mht1y+7zILNC8w9E+8xVd+rajp+2THs8e95/w47PxWC+HNC8N1++3umceMh7mEgcLxquCBWjG6AhOjuo0ifImb8yvFhjxlrZ7in5rkg/pwQfG++Ods2Yy1btsUtAgLFq4YLYsXoBojuQL7f8r25d9K9ptYHtcLK8ksQf04IvuXLt9oAeeedb9wiIFC8aji3TT8IbftuH0jocdrbp5nl25a7p+cL9+cThJ8TMsN77y0wP/yw2T0MBIpXbRavEty/f5955/GzDqo4Yz1uefLgyj/W4/g3jzc/bf8p5z11LLc9+/eY+Zvmm3of1jN3jL/DHpu8erJtznJfK97j3r8ffL3RHqNfujrnGvR3AHlj9erV5vLLLze33HKL2b59u1uMNPCq4RKpGOePf818Oapjwo8hn4V3csd7PD/7eRsSIW6AhKzesdoU/29x+9/rdq0zz8x65qDXivf44JODrzfaY8kX/z+GP5GfE4DY9uzZY55//nlTrFgx87vf/c5uAXzqqaea/v37u6cin3nVcEGsGKMFyKodq0yJfiXcw/kiiD8nIJO8//775uyzz7ahUatWLTN//nzz2WefmQoVKthjF198sZkxI/UDYhCZVw0XxIrRDZDcTVgtJrYIK8svQfw5ITOoE/2OO4ab/fsP3iBEZdlu3rx5NjAUEmXLljUjRowIK//ll1/M66+/bkqUKGEKFSpk7rzzTrNq1aqwc5B6XjVcECtGt9/iiF5H2ImE7Wa0Mzv27XBPzxdB/DkhMygknnxynBk27Fu3KKsDZOPGjeaBBx4wv//9722TVdeuXW0TVjSbNm0yDz30kDniiCPMsccea7p06RLzfOQtajgggBQSGzbssMu7b96866CybLNv3z7z73//25xwwgm2n6N58+ZmzZo17mlRLViwwFx99dX2jqVMmTLmvffec09BChAgQACFQmLgwG9Mp04TI5Zli08/HWfOP/98W/lfeuml5ssvv3RPSdioUaPMOeecY1/rz3/+s5k7d657CvIQAQIEUCgk1AfSpMmwsK1usyVAVqzYalq1evfAXUdVU7p0afPOO3mzmdbevXtNt27dzHHHHWebwu67774Dd3Mb3NOQBwgQIIByh8TXX68xt902LKdDPdMDZMeOveaVV2aYGjV6mUsu6WNeeun9A8d2uqcdsrVr15q7777bNokdf/zx5uWXX7ZNZcg7WRkg+3/d7x4CMoobEk8/PcG8++68g8o2btxpvvsuM3Yw/PVA/o0Y8Z25+ur+9jO0b/+pWb16m3tanvvqq6/sBEQ1a5UrV86MHTvWPQWesi5AJq2eZI7pc4xZuWOlWwRkDDdANm3aZTvUFRi5y557bpL9+3XXDTD//OfUA5XlaltR5zd19M+fv849nGPOnNV2lWFdq+6mZs9e7Z6ScoMGDTJnnHGGDZJ69eqZhQsXuqcgSVkXIAMXD7TDeGdvmO0WARnDDRAZOnS+eeqp8WFl27btsetm3X//aFO9ei9bds01/U2XLpPMzJkrI84jSYV589aal16a5h42a9ZsM088Mc5eV+3ab5n331+Qb9cUyc6dOw/czT1tjj76aHPkkUeav/3tb2br1q3uaUgQAQIEUKQAUcUb+hYfydatu83Ikd+b1q0/NBdf3Nued9VV/Wzz15Qpy83evXnftKsAW7nyZzNhwo/m2Wcn2v9et26H2b17n90U69JL+9i+jpdfnm62b9/jPj0h6gBftGiRGT9+fM5Dfz+UjvHly5ebJk2a2LuRk046yfTu3fvAzzfvfz7ZjgABspA6qseMWXTgG/bHthJXmFx55X9Nhw6fHaiAfzR79vziPsXL558vMx07jreh1ajREPvfek81qek9H3nko6T2Ndm1a5f58MMPTdu2bc0ll1xi54Woko/2UOd4jRo1zKOPPnogPEcmvcji5MmTTZUqVexrVa5c2UyaNMk9BTEQIECW27Vrnxk37gc7s/3yy/vaiv2yy/rYTuyxYxebnTtjj0zS+fGWVVET1gsvTDYtWoywx2666V0zbdoK5+zopk+fbicPauitKnONnFKFrmNaSPHNN980w4YNs3cf+lN/1yz1Fi1a2ADQcF09T01TjRs3NqNHj3bfIqpff/3V9O3b15QsWdK+hp6/bNky9zREQIAAAdGz55fmscdSO0JIdx6hu4Y//elNW9lrKG2bNmMPVLoLbZOUS+fEW1bl++83mO7dp9rg0OTHX35JrDlIgVCzZk1bcRcpUsRW3sOHD0+6X0J3HhpdpcApXry4fb3y5cvboEm0aernn3+2dz7qG9G1/OMf/zhwJ5eeZZAyBQECBID6KKpU6Wk6d/7cLUqZffv2mxkzfrJ9F+rgVhiov+Khhz40a9f+f1OQjuf1sio//fST3dcj1AehNay2bEm8qSuW3bt32z4NDdnV61eqVOlAaCb+c128eLFp0KCBfa4mOA4YMMA9Bb8hQIA0U+WsCvwvf3k3bnNSqqh56ssvV5quXSfbu4jcc0tCIZFXy6poZV31Xeibfvv27ZPut0iUmqZ0B1KqVCm7Yu/DDz9s+1gS9cknn+TZEivZigAB0khzNjQEV6Om1AyULDWxaCHB0Oikb775xu7cl5dCIZEXy6ooMFQhaz8P7e2RH7Zt22Zatmxp37dixYpm6dKl7ilRaeb6q6++mrPIo+6alixZ4p5WYGVdgEz9eqBp8sRhZukqAgTB16/fHFsJv/PON25RRFqhtmfPnqZRo0a2ecUdlZT7oY2YtJTH4MGDk+5TyC13SPguq6KKWHt26LruuOMOOx8jv6lvRUu+n3zyyUlvQhVaZl53Mupbwf/JugBZPHOg3Ydjw3ICBMGmkUua/KchsPFmj6s5RbOnDz/8cFsJFy1a1Fx//fWmXbt2pnv37rapRncg+lN/13GV6zydr1FKDRs2NLNnJ/974YZEtGVVolFTUig81EmdTlqdV8GrIEk2REQz2dU/gv9DgABpoEl1DRoMNHXq9LfLlEQza9Ysc+WVV9rKVxsstWnTxm7pmuimSTpP5+t5er5ep379+mbOnDnuqVG5IRFtWZVoQs1W6Q6PEDVhnX766bYfJtnl3nVXd9NNN7mHCywCBEgDDYutWvUNOwoqEjX5PPXUU/bOQXMjOnToYJtRDoWer9cJLXOu109kddpIIRFpWZVItKe5mn3UbBUkmsmupqyzzjorqZ8rARKOAAHy2QcffG8r3ldfjdyEsnnzZlO7dm37rb1OnTpm/fq8XW1Xr6fX1evrffR+sUQKiXjLqsjKlStt57M6zNPR5xHPxIkT7Va4devWdYuiIkDCESBAPtKyHpoNftddwyNOttO34QsvvND2dTzzzDO2/yAV9Lp6fb2P3i+Zb+GJ0oglDdXNr9FWPrTxlIJUM9ETQYCEI0CAfKLFDJs2HWbXpNKigy7NUahWrZodLjpkyBC3OCX0Pno/vW8ycyTiUYe+KmZ15geZZqnrs6s/ZN266MvRhxAg4QgQIJ/861/TbJPPRx8tcoss9ROo0tXOeflJ7xcaXptXtDyJ+hhSNUkwL2lkmkJUCzLGQ4CEy74A+WKQDZCNK752i4C0mTp1he001xDYSLRAoCrx1q1bu0X5Qu+r99d1HKpp06bZ19LyJJni5ptvtgsxxpuESYCEy7oA2b19o/lqTOcDt6bxR5cA+UHDXbVUyY03Rl6qRLPJTznlFDvHIF2dzXpfvb+uI9YCggsXboy7Da0mL6oyzqu1rfKDhvMq9Dp37uwWhSFAwmVdgABB06rVGLtUSbS9y0MduQMHDnSL8pXeX9eh64mmceMh5vHHx7mHc6gfRcOEtapuptG+IgqIWAMXCJBwBAiQQhpppUl3Q4ZEHomkTlzNjK5evbpblBa6Dl1PtCXQb7hhUMwl57UZlEJI8z8yTY8ePey1x1o0kQAJR4AAaaQ9LFRpvfbaa25RWug6dD26rkjiBYhmm2tocCY1X4VoE6l4fTcESLisCRB1nEd6AKmkUVXxduuLpVWrVnYEkCbdBYGuQ9ej64okXoBo2fOLLrrIPZwxzj33XDu5MhoCJFzW1LCEBdJBIRFvt75YtN+EKt0g0fXouiKJFyCaed6sWTP3cMZQ340GEkRDgITLmlqXAEE6KCR8d+vTQodak+qxxx5zi9LqwQcftNcVacHGWAGiJVLUBPTcc8+5RRmjU6dO9jNEW96FAAmXNbUuAYJ0CIWEz2593333na2sevXq5RallfoAdF26PlesAJk3b5593ltvveUWZQwth6/P8O23B99RCgESLmtqXbfvgz4Q5IdQSPjs1jd9+nRbWb333ntuUVr169fPXpeuzxUrQEITCLVxU6YKTeiMtlcIARIua2pYwgLpkDskkt2tT/t0qLIaM2aMW5RWo0ePttel63PFCpDQ5/noo4/cooyha4/22YUACZc1tS4BgnRwQyKZ3fpCdyD6xh8k3IFwB5KorKl1CRCkgxsSyezWF+oDCVqns66HPhD6QBKRNbUuAYJ0iBQSie7WFxqFFW3ORbroegrqKCztkaLPwCisxGRNrUuAIB0ihUQiu/WFlCtXzu55HiS6Hl1XJLECRLSvRvPmzd3DGaNJkyamVKlS7uEcBEg4al0gje699177bT+vt631pevQ9ei6IokXIBdffHFg1vXyUb58eXPVVVe5h3MQIOEIECCNtOigmkz++9//ukVpoevQ9URbDLFOne7mwQf7u4dzaFMm7TO+bVvsJd+DaNWqVaZQoUK2GSsaAiQcAQKkkfoZ/vCHP5i6deu6RWmh69D1ROr/kIoVLzO33HK3ezjHyJEjbQBpVd5ME+pAnzp1qluUgwAJR4AAKaTl3GvV6mf694++Q+bf//53+803VsWVH/T+ug5dTzR//OMfzQ033OAezqE7D20mpU2lMk2tWrXMqaeeeuD/s1/cohwESDgCBEixRx8da6pV62UnGkayZs0aW+mme1FFvb+uQ9cTTbwAkVtuucV2pu/evdstCqylS5faVYjbt2/vFoUhQMIRIECKbd2629St+7adH7JtW+SmodAifoMHD3aL8oXeV++v64glkQAJzWTv06ePWxRYDz30kN3HZNGiRW5RGAIkHAEC5INZs1aZqlXfOPAN91O3yNK3dY0AKl68uFmwYIFbnFJ6P72v3j/eXUMiAaItYbUcvIYCx9oeNijUeV6kSBE7hDceAiQcAQLkk9df/8LODRkx4uAZ3qKZ3GpCOuecc8ymTZvc4pTQ++j99L56/3gSCRAJdUjrz6C744477NDlaLPPcyNAwhEgQD7RBMPmzUeYyy7rY5YujTzTWWsxqSnl8ssvT3mI6PX1Pno/vW8iEg0Q7aleqVIluzlTkIf0jh8/3g4caNOmjVsUEQESjgAB8tGqVdtMzZr/NbfeOtTs2RN5tE/fvn1tpa47g1Q1Z+l19fp6H71fohINEPn8889t5XzPPfe4RYGwceNGc8YZZ5jTTz894ZAjQMIRIEA++/TTJbYpq3v3KW5RDt0RqFnpuOOOM0OGDHGLD4leT6+r10/0ziMkmQCRhx9+OJAr9OoOqV69erbpavLkyW5xVARIOAIESINnn51oqlTpaSZNWuYW5fjmm29sx7Yq4Msuu+yQ54no+XodvZ5eV6+frGQDZNeuXaZixYqmWLFi5uuvo8+FyW9aMFI/h27durlFMREg4QgQIA127dp3oCJ6104yXL9+h1ucQzPCn376aTtKSBWeZopruZENGza4p0ak83S+nqfn63X0etFmmseTbICI5licfPLJpnTp0va/061Dhw72Z3Hfffe5RXERIOEIECBNFi7caC6+uPeBiuyDnF0Mo1m7dq2dIa5lRlT5qe+iZs2a5sEHHzSdO3e2o50+/fRT+6f+ruMq13k6X8/T8/U6h0Iztf/0pz+5h+OaOXOmOfbYY21/Q7y5FqmiZqvQncett95q/54srdRbu3Zt93CBRYAAaaTdC8uVe9K88sogtygi3TmMGDHCrparuRbqpFaF6D50XOU6T+f73nGoktVIJQWSwiP02o8//njCHc8h2uFQM9R1NzJx4kS3OKXUYa4+j9CdR7Lhobkid955Z87nf/LJJ8327dvd0wocAgRIs8aNH7Yr2EbaQjaevXv3miVLlthKPvTQ33Xcl5778ccfmxYtWpiTTjrJVppHHnmkbQbr2LGjqV+/vj2mIbra/jaZyYJz5841Z511lv286n+Ite5UXtHPRKOt1GGebJ+HJlbqjq5o0aL2mjXZ8LrrrrOfX4Gaybsv5gUCBEgz9VOoMipTpozZunWrW5wvVFGOGjXK3HXXXfYuIdRf0rBhQ1tJutc1YcIEc8EFF9jztP+H9kNPlO4GQn0y1apVM7Nnz3ZPyROrV6+2kwT1Pmo6S2a0lWiEmv4/0fOvueaasCHVCiUNDlBZjRo1vMI/GxAgQAB89tlndjE/tc3nlx07dtghvfpWrW/YqgyPOeYYuxjioEGD4jbR6O6hZ8+e5sQTT7TNOrfffrv56aef3NOi0lpZCis9t1GjRvbuJC8sW7bMrm111FFH2bsOTRJMprlN16F+Hv08NGjggw8+cE+x9Pl79Ohh+5f0GRRWK1eudE/LagQIEBBPPPGErbRSubnUzz//bN5++23zl7/8xc4D0ftpTogqP20ipWG3ydL+4Y888oht4lEQaUOmeGtqhaxbt85uQhUaZaZv86qUFQLJUB+FBhBoSXZV5ho8oGBMZHmSEN0Jqn9EoaOfSffu3RNqCtTn13yX0OdXk1einz/TESBAQOzbt89uCatK6Pvvv3eLvanJSKGktvvChQvbilrfmrV3uTZ+8u1gd3333Xc5TVPq50hmAqSam1Txapisnq/Hueeea++GFEgKB60YrKYjva7+/uyzz5rGjRvbwQKh56gpsF27dkmN9NLP/eWXX7Z3Qwoe9f0o2JKlJi41dek61PSV7CTNTESAAAHy448/2pVxK1eufEgVu4brvvHGG/Ybub4Zq1LTEFR9wx43blxKO6/HjBljK3+9p4YSz5kzxz0lpi+++MJ06dLF1KlTx5QsWTInHCI9NKJLw2q1DL0mSiY7umrs2LF21WC91hVXXGG++uor95SkqclLTV96TTWF5VXTXBARIEDAvPvuu7byUbNQMtT/8Morr5grr7zS9qfoNdR53Lp1a7suVTKjpQ6Vmn5efPFFG4b6Vt+yZUuzfv1697SEqIlIwZp7pJn+ruO+Fi5cmDOsVyO01OeTl/T51QSmpjB9fg2nTnTyZyYhQIAA0pawasvXt/lYVJFqaOoll1yS861czUBqxgnCyCCFhsJDlajCRKGSSL9CqmzZssU89thjdliy+oA0K3/nzp3uaXlGTWFqEtPnVxPZSy+9ZJvMsgUBAgSQRkCdd955dh6G+gdyU/+I2v8vuuiinNBQM8xTTz2VdHNRftF16c5I16rmLfW95Cc1bfXu3TtnXsttt91mVqxY4Z6WMmoaUxOZ3lv/v3700UfuKRmJAAECSvMj1OmtNn4tRPiPf/wjrMNY+22ogzlVS76ngjrCzzzzTHv91157bZ4OFohGzXfqU9J7VqlSxUyZEn0V5FRT86SazHQtGtSgprRMRoAAAaYmj1Bg6KFhrl27drWzzTOVhgor+DTnRB38mqehpqW8pqHAGsWln5s64zUSLT/7gaLR51fTmT6/mtLUpJaKz58fCBAgwCZNmmQrQA2PXb58uVuc0dTp37RpU9vXo8mIGjWW7CiqSDRBUndrmluiCrpt27Z2/kvQqAlNTWn6/1dNa7169cqTz5+fCBAgwDSCSt/SNZcjW2kZFC1poor0wgsvtMuk+BowYIBdNl6v1aBBA7N48WL3lMBRk1rVqlVzmiXV5ObSXYuGKmsfF82w15BsNQFqRFqInh9NrLJDkZpXBXDI1NyiYbgFYflwfVZNDlTFqMru5ptvtiPMEqW5I5deeql9rvqJtLR9JtHnVxObmto0Yit3B79mtWuUXbNmzcz8+fPt/CDdjWqVZe1pHxIrJGKVHYrUvCqAQzZjxgz7i6+lPQoKrVmlpeI1eEDftLX5U6w1udasWWMrVs17OeGEE8yrr76a0cNk1dSmEWq5+2o0qVKLWsYTKyRilR2K1LwqgEOmtnt9G1UlWdBokMCNN95oK77TTjvN9O/fP6xc38Kff/55u1Wu1q7SfiXZ2sxXoUKFhLYzjhUSscoORWpeFcAhK1u2rJ07UZBplWJVoKoAtU6YdjbUoo/62eiYlmpRs042053Ypk2b3MMH0c8j1iMVUvOqAA6JJt7pl15LkxR0WrfrP//5jylRokROZagAUR9AQZBMgEQTq+xQpOZVARwStf1reGt+zpYOOlWiWmBRqwgfykKTmYYmLABJ0XBNNdkAWuaeTnQACdEmSPqFT3b/bmQnzQHRCgRaYFP9PVqMUnemasLT+lohsUIid9nw4cPtdsRaTFJLuxzKvJvo7wggLbTMh5qvfvjhB7cIBZRWDO7YsaNdiFFDnDVfxHciobYe1hpkek1NvNTcG1/R3xFAWmg2shb/A1JJExSHDh1qKlas6BYljAABAkTzH/RtUe3eQKqERrNpjxItJeOLAAEC5IUXXrC/2NpfHEilUBOWhkT7IkCAAKlevbr5n//5H/cwkGe0Q6SWuleADBw40C4+6YsAAQJCC+Sp81xLkQOpomVhypQpY4oWLWoXaUxkjkk0BAgQEKHNo7T7IJAJCBAgIDSm/5xzznEPA4FFgAABsHr1arvybrt27dwiILAIECAAXn/9ddt8pY2RgExBgAABoGXJzzzzTPcwEGgECJBmGzZssJsitWnTxi0CAo0AAdKsT58+tvlq8uTJbhEQaAQIkGZaFO+UU04J2wcbyAQECJBGW7ZssaurPvDAA24REHgECJBG2vNbzVcTJ050i4DAI0CANFKz1cyZM93DQEYgQAAAXggQAIAXAgRIQKLbhcaiva07depkypcvb4466ii7lai7LSmQSRL7lw8UcLFCIlZZiLYP1dLZzZo1M/Pnzzd79uyxy7ePGDHCXH755e7pQEaI/y8fQMyQiFUW0qVLF9OwYUP3MJDR4v/LBxAzJGKVhVSoUOGQNu4Bgij+v3wANiRiPeJRn8emTZvcw0BGi/8vH0DMkIhVFkKAIBvF/5cPIGZIxCoLoQkL2Sj+v3wAMUMiVllI586d6URH1on/Lx9AzJDIXTZ8+HBzwQUXmKOPPtpUqVLFTJgwwR7XHJAaNWqYu+++2w7j3bt3r1mxYoUdxqu90IFMFP23AkCORAPk9ttvN99//73ZuXOnGTBggJ0sGKJjHTt2NOedd55dgbdkyZJMJERGi/5bAcCbJg4OHTrUVKxY0S0CsgYBAuSx0NDe448/3kybNs0tBrIGAQKkQKgJq2zZsm4RkDUIECAPtWzZ0ixbtswGyMCBA03p0qXdU4CsQYAAeah///6mTJkypmjRonbxROZ+IJsRIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvPwvfQQXQD/wVcYAAAAASUVORK5CYII=)
| Product Number | 7H60-7-04 |
| CAS | |
| MDL Number | MFCD00178858 |
| Molecular Formula | C14H13BClF4N3 |
| Molecular Weight | 345.53 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory