![Lithium 4-methyl-1-(pyridin-2-yl)-2,6,7-trioxa-1-borabicyclo[2.2.2]octan-1-uide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAByoAAAcqAHMth9oAAACSnpUWHRtb2xTb3VyY2UAAHicjZVZj9owEID/ysjPxUcOQhBhRVlVqsS20u5W6ltlEgORkniVhOvfd5zA5oCG4lhjz8zna+xh9nRKEziovIh1FhBBOQGVhTqKs21Afr1/G03I03wWohM6ZkVAdmX5MWXseDzScKdSedIZDXVKavv0VMQdn6NNdb5lFueC/X5ZvVXMKM6KUmahQqqIp0WlXOlQltUq/jEFS2V+iDNWu7M0P9Sj/bG4+Tg9FRFp9rJE2wJR2MSJgo3OU1nCweIUP/4FtipTuSxVBOszqm3q4N7ns5dnHe5TlZXYNCPEoUzeynwfoiLViQr3OBg2vj8HJBUIyFKnizyXZzAto5YCpAXSBumAdEGOQXogJyB9kIJjRbtAB4EeAl0E+ogxnnuizMTv5w8VkFUMy6r8hK9Yl1Vtyg9S7yhZ7mS+RX8B/FJGTbNV8KStgODO8Qcu9WzbuwqHOkZ5ERelR/nYc67Cpb7P7Ub8J0fg3Ew6cqhnWR6MbComRlrUEUZyOvFqKXi7f7ULKizfNn3hjjkI6tieDRbGEYVNPQeFQ13R9GobBod9Rmc+W+ssajUhjgKyFqQK26vaFLjSKmwEdB6pHI/UDGBc24DVBUyQhwG7C5grMQw4XcBcoGHA7QLmug0D4y5gLucw4N1s+gEwuVmSPwz4XaB6KcOEsfcW9RARN8syqkGkF+/67X4yi7tML+T1W3/A9KJe54YHTC/wdS55wPRif809g4x35wzuMqz1xtg1W2LzJpOyVppl+Ocy/wtmeuH/ki2URgAAOfhJREFUeF7t3QeUFFXaxnFEAUkiklQQCeYVFQRBPkCCWVExgCImlBVBMLIGBFlEXQwrq4ICooKsYEBUFCQpGSWukhEJkkWSSAbfb97idNN9e6bpqa7qqdv9/+2p4zL33p6Z6nPuM1035RMAAFzIZ34BAIBEECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABYJW5c+fKoEGDzC8jDxAgAKywY8cOeeihhyRfvnzOValSJZk1a5ZZDSlEgAAItL/++ksGDhwoJ598cjg8Qlf+/PmldevWsmHDBrMZUoAAARBY06dPl9q1a2cbHJH/Pu6446Rnz56yd+9e8yXgIwIEQOCsXbtW7rjjDjnqqKOigqJixYoyZMgQWbFihdx8880xwXLaaafJF198Yb4cfEKAAAiMPXv2SI8ePaRYsWJRwVCkSBHp1q2b7Nq1K6r+d999J+eff35MkFx22WWyYMGCqLrwHgECIBA+/fRTqVy5ckwYtGzZUn799VezetiBAwekb9++Urp06ah2xxxzjHTo0EG2bNliNoFHCBAAeerHH3+Uhg0bxgRHzZo1ZcqUKWb1HG3dulUeeeQRKVCgQNTrlCpVSnr37u0EDbxFgADIE5s2bZL7779fjj766KgO/8QTT5R3333XmX3lxuLFi+Wqq66KCaRzzz1Xxo0bZ1ZHEggQACm1b98+ee211+T444+P6uALFiwoTzzxhPzxxx9mE1dGjhwpZ555ZkyQ3HDDDbJs2TKzOlwgQACkzKhRo+Sss86K6dSvv/56+fnnn83qSdOwevXVV2PCqlChQvLkk096FlaZigAB4LslS5bI1VdfHRMc55xzjowdO9as7jl9XNamTZtsH5e99957rh+XZToCBIBvtm3bJo8++mjMwPYJJ5wgb7zxhuzfv99s4ivdR+uSSy6JCbJatWrJ1KlTzeo4AgIEgOcOHjwo/fr1kzJlykR11Dq1tn379rJ582azSUp9/PHHzl5aZpDcfvvtsnr1arM6ckCAAPDUxIkT5YILLojpnJs0aSLz5883q+eZ3bt3y3PPPSdFixaN+jn13927d3fKER8BAsATK1eulObNm8cER9WqVeXzzz83qwfGmjVrpFWrVjHbppx66qny0UcfmdURgQABkJQ///xTunTpIscee2xUB6wbHP7rX/+yZoPDadOmyUUXXRQTgA0aNHDGThCLAAHg2gcffCAVKlSI6nB1p9x77rlH1q9fb1YPPJ2N9f7778tJJ50U9Tvp7K377rtPfvvtN7NJRiNAAOTajBkz5OKLL475a71u3boyc+ZMs7p19PCqp556ylkvEvn7lShRQl555RVnfQkIEAC5sG7dOrn77rtjxgtOOeUUGTx4sFnder/88os0a9YsJijPOOMM+eqrr8zqGYcAAXBEOo7xwgsvSPHixaM60sKFC0vXrl1l586dZpO0Mn78eKlWrVpMkFx55ZWyaNEis3rGIEAAxDV8+HBnJpXZebZo0cKZeZUpdDffPn36OLv7Rt4HXST58MMPO7sBZxoCBEC25s2bJ40bN44JjurVq8ukSZPM6hlDzxfp2LFjzOp6PY/k7bffzqht4wkQAFF+//13adeunbNqPLKDLFu2rPTv399ZZQ6RhQsXyuWXXx4TsOedd55zUmImIEAAOHRfqtdff93ZpyqyQ9Rt1h977DFnXyvE+vLLL+X000+PCZKbbrpJli9fblZPKwQIABkzZoyzM67ZCV5zzTWydOlSs7pvdB2G7tyrM5z0zJAHHnhALr30Uqlfv76zd5VeukBRfzb9b+hrWq7noOsnJ2339ddfp/Tn1kkGL730kjPNN/L+6TTgzp07O9OC0xEBAmQwPYOjadOmMcGhZ3Z88803ZnXP6aceXQGuM7z0cZC5L1WyV7FixZzTCbVz17Urfj9+27hxo9x7773OYsrIn+Pkk0+WgQMHpt228QQIkIG2b98unTp1ch5PRXZ0JUuWlF69evm6zfqePXvks88+cx7xaAdvdvp+XvqpRfe90nD0c7B79uzZUq9evZjvX7t2bfn+++/N6tYiQIAMon+BDxgwQMqVKxfVselWHW3btnUG0P0yefJk51AnDSmzY428Kleu7Bw+9dBDD8mbb74po0ePljlz5siKFSucK/RXvP439DUt11DQM0Z0hpSuz6hYsWLMa0deul2JnlXy008/GT+pd4YMGRLzc+gizDvvvFPWrl1rVrcOAQJkCO3AL7zwwpiOtFGjRr51otrJ66eN7DYpDF36uEzDa+jQobJhwwbzJZKinbSukNfHSlWqVIn53qFLx3r8OlBq165d0q1bNylSpEjU99RPXz169HA+kdmKAAHS3KpVq+S2226L6TS1Qx02bJhZ3RP6CEyPij377LNjvq9eGhp6Fod+ekglnXqre1yZnwpCV8OGDX07YvfXX3/N9n3QT1yffvqpWd0KBAiQpuL95fv888/79pfvhAkTst32QwfI9fHSrFmzzCZ5QtdqtGzZMma9i17XX3+9b+E2ZcqUbD8Janj9+OOPZvVAI0CANPThhx/G/JXt97N3PZgpu7+wdesPDTI/x1eSoWs19BGaufOuBq8+YvLjPJN4Y1H333+/bNq0yWwSSAQIkEb0r/vsZv/UqVPH19k/uoWHOaPq+OOPl5dfftk5cMoGutOwrjvRTjzy99DHbX4dKKWz4f7xj39kOxtO17MEfdt4AgRIAzr43Lp165j1B+XLl5dBgwaZ1T2jGwjeeOONUd9TP+nogVK6JsJGOqNLAzfyd9LTFnUjRb/oepzrrrsu6nuGwmvUqFFm9cAgQACLhVZAh1ZnR3Z4zzzzjK9//eusLvMxWY0aNXz9pJMqOnvsnXfecT5FRf5+t9xyi/OpwS86gJ/TjgC6Qj9oCBDAUhoc5tGret18882+DQCHaOcaOfisnzp0TUXQH7nklt5HcwqyzizTGVV+0Rlsup7F3JNMd//V9TFB+mRHgAAWeuutt2KC4/zzz0/JLrDPPvts1PfVgeAgP2ZJloaihmPkKYx6AuOCBQvMqp7avHmztG/fPmaWmH7qCwoCBLBQhw4dwh2KPq7q27evr1tzKP3LWMc2IjszHStYv369WTUt6ZoZPYEx9LvrJwTdx8tv8+fPjzp/XicrBAUBAlhIAyPUoej2IH7TcDIHy3WthK41ySQ67hO5FYuubUlFiOj4R+h76nnsQUGAABaKDJAHH3zQLPaUDijfddddUeGh26b7/YknqPSkRt1dN3Qv9JOI34+zIgPkb3/7m1mcZwgQwEKpDBBdPR4ZHnq+RabTxYc6RTp0T3RMxM+BdQIEgGdSFSC6X1VkeOjYCw7RDSgjH2fp7Cy/Tm0kQAB4JhUBoqf6RS5M1G1Q0u1ApGRNmjQpamBd14n4gQAB4Bm/A0TXP0SuQ9D1B5k65nEkOjsrcoqvHyvWCRAAnvEzQHSX3po1a4ZfX7d937Jli1kNEXSdSOh+6bRqr/fOIkAAeMbPAHn44YejOkM9nhXx6WJDPa42dN90Dysvd/ElQAB4xq8A0d18I3ej7d+/v1kFOdDHfpF7Z+lW8F4hQAB4xo8A0TEO3Qwx9LpNmzY1q+AINHBD90/PE/FqTzICBIBn/AiQf//73+HX1O0y9Chc5I7OUovcCl5X63uBAAHgGa8DRHd4jTwQSsME7uh5IpGPAb04Y50AAeAZrwOkU6dO4derXr06U3aTpFu9hO6nnnWeLAIEgGe8DJDffvvN2RQw9Hq6gBDJ0XPndQZb6J5OnTrVrJIrBAgAz3gZIE888UT4tWrVqmUWw6W2bduG76ueKJgMAgSAZ7wKED3TPHLsY8SIEWYVuKQbLoYOg9KV6rp3llsECADPeBUguu1G6HV0Ci+8dfvtt4fvr65Wd4sAAeAZrwIk8rzvfv36mcVIkh4xHLq/en6928kJBAgAz3gRIHpUaug1dNHb9u3bzSpIkq4L0TPMQ/f5m2++MaskhAAB4BkvAuTxxx8Pv0arVq3MYnjkqaeeSvo+EyAAPONFgFStWjX8GuPGjTOL4RE97jZ0n3WvLDePsQgQAJ5JNkB0hlCynRoSp1vih+73zJkzzeIjIkAAeCbZANEB81D7G264wSyGx+69997w/X7ppZfM4iMiQAB4JtkAadGiRbj9m2++aRbDY4MHDw7f76uuusosPiICBIBnkg2QMmXKhNsvWrTILIbH1qxZE77fxYsXz/UjQwIEgGeSCZB169aF22qQIDUqVaoUvu/Lli0zi+NasmSp5M9fyLmqVatuFucZAgSwUDIBMn78+HDbBg0amMXwyRVXXBG+7yNHjjSL41q2bJWccEJt56pb9zazOM8QIICFkgmQ3r17h9v+/e9/N4vhkw4dOoTv+2uvvWYWx7V8+QapWrWtc1155T/N4jxDgAAWSiZAIjsyDo5KHZ2sELrvDzzwgFkc16pV2+TCC992rltu+cgszjMECGChZALkyiuvdP0oBe6NGTMmfN8vu+wysziuQwHS17luueVjszjPECCAhZIJkMgzu2fPnm0Wwydz584N3/fcnrtCgADwTDIBotNAQ22XLl1qFsMnOvMqdN/PPvtsszguAgSAZ5IJkFNOOSXcdv369WYxfLJhw4bwfa9QoYJZHBcBAsAzyQSI7n0Vavvnn3+axfDJzp07w/e9RIkSZnFcBAgAzyQTIAULFnTa6TGrel4FUkPvtd5zvff6HuQGAQLAM8kECJ9A8gafQAAEQjIBwhhI3mAMBEAgJBMg55xzTrgts7BSh1lYAAIhmQBhHUjeYB0IgEBIJkAiV6KPGjXKLIZPWIkOIBCSCRCtH2qb20394F7kJpZt27Y1i+MiQAB4JpkAidzU7/777zeL4ZOOHTuG73tuN7EkQAB4JpkAGTduXLhtw4YNzWL4JPLR4ddff20Wx0WAAPBMMgESebxquXLlzGL4pHLlyuH7/vPPP5vFcREgADyTTICoUqVKue7MkHu6BiS0Cr1o0aKyf/9+s0pcBAgAzyQbIDfddFO4/dtvv20Ww2NDhw4N3+/LL7/cLD4iAgSAZ5INkD59+oTb33LLLWYxPKazrkL3+4UXXjCLj4gAAeCZZANkyZIl4falS5dmU0WfnXXWWeH7PW3aNLP4iAgQAJ5JNkBU5J5YU6dONYvhkeXLl4fHP4oVKyb79u0zqxwRAQLAM14ESOSCQtaD+KdHjx7h+6xjT24QIAA840WAzJgxI/wausX77t27zSrwgG6cGLrPn332mVmcEAIEgGe8CBAVuTOvzhSCt2bNmhW+vyVLlpQ9e/aYVRKyevX2cIDceusnZnGeIUAAC3kVID179gy/Tm43+MORdejQIXx/27RpYxYn7MCBg3LbbZ86AfLWWzPN4jxDgAAW8ipA1q5dKwUKFAi/lj7Wgjc2b97sLBoM3dvJkyebVXJl376DsnFjsE6QJEAAC3kVIKp169bh17ruuuvMYrjUrVu38H2tXbu2WZwWCBDAQl4GiG5lcswxxzivpdNN9eAjJEfPmo/cLsbt4HnQESCAhbwMENWqVavw691www1mMXLplVdeCd9PXUSYrgs1CRDAQl4HyMKFCyV//vzh1+SkQvc2btwoJUqUCN/L9957z6ySNggQwEJeB4jSxYSh16xatSrrQly65557wvexWrVqud551yYECGAhPwJky5YtUrZs2fDrdunSxayCI5g+fXr4k5yOJ02YMMGsklYIEMBCfgSIGjhwYPh1CxUqJD/99JNZBTnYu3evVK9ePXz/br31VrNKQkILBvWqWbOvLF68yawSJbJ+qhEggIX8ChAd7L3kkkvCr33mmWfKjh07zGrIxmOPPRa+b7ppop786EZkIOjVrl38428JEAC54leAqGXLlkUNArds2dKsAoNOOgjtuKuXvj9umQGi1w8/5BxGBAiAXPEzQNSnn34afv1kO8R0t379euds+dC9crvjbogZHnq1ajVMcpoJTIAAyBW/A0RF7uOk4yFjx441q2S8Xbt2SZ06dcL3qWLFis5khGREBkLdugPC/3/06GVmVQcBAiBXUhEgOihcq1at8PcpXry4s7ssDjlw4IBcf/314fujq/mT3e9KRQZCr17Tw///hhuGyP79B83qBAiA3ElFgCh9PFOlSpXw9ypTpowsXbrUrJaR2rVrF74veg0YMMCs4kpkIGzbtlsaNHgv/O+PPppvVidAAOROqgJE6V5ZketDTj311IwPkc6dO0eFx7PPPmtWcc0MhH79Zof/fdllg2TXruiFiWb9VCJAAAulMkDU7Nmz5bjjjgt/Tw2UTHycpdOcI8eG9NKV514yA2Hnzn1y6aUDw1/TQIlXP5UIEMBCb7/9drgDu+uuu8xiX0ycONEZBwl9X/3/48aNM6ulLR3zuOOOO6LC48Ybb/R8q5LsAuG///0p/LX69d+VLVsObzOTXf1UIUAAC7Vt2zbciR199NHOtiO6hbjf9JNI5JTVggULZsQU361bt8rVV18dFR4a3BoqXssuEPbuPZD1/f8b/vrLL0+NWz9VCBDAQkOGDInqzPSqUKGCDB482KzqOR0TiRxY10sXG6brivU5c+ZI5cqVo37fjh07+rZFe06BMHz4ovDX69TpL2vX/hG3fioQIICl9JCi888/PyZI6tat6/vRtDo7q2bNmlHfV7c9+fHHH82qVuvfv78ce+yx4d9RN0rs3r27Wc1TOQXCwYN/SbNmQ8NlnTuPj1s/FQgQwHL6qeOUU06J6sy1o7v77rudjt4vuk7EHFDWR1r6OM32reBXrVolTZs2jfrdTjjhBPn66/j7UnkhXiDoYsJQmW60uGTJ73Hr+40AAdLAzp07pWvXrlK4cOGoTk8Hul988UWns/eLbnsSuXeWXnqeiI2HUumYxr///W9nM8TI3+fCCy+UlStXmtV9ES8Q9KlZy5bDwuUPPvh13Pp+I0CANKKdXIsWLaI6v1CHPnz4cLO6Z3755ZeoXXxDlx6P+7///c+sHkj66eKCCy6I+vl1gsLDDz8se/bsMav75kiBMGXKqqg6R6rvJwIESEOTJk2KOpsidDVu3FjmzZtnVveMnicSuegwdF133XW+j8u4NWLEiKgtW0JXjRo1ZObMmWZ13yUSCPfe+0VMeMSr7xcCBEhTBw8edAaBzQ5d92zSbTh+//13s4kndDNBPR438oz10HXZZZfJ0KFD83yMZPv27dKvXz8nJMyfUR9f6WMsP6boqvHjl0uPHhNzPCgqkUCYO3d9THjEq+8XAgRIc9u2bXMOO9IB7siOUgeFX3/9dc8XwoUsXLhQbr/9diewzE76+OOPd0JmypQpZjPfaKDqwsdWrVrFjBXpVbRoUenUqZP89ttvZlNPaGC0afNluLO/5ZaPzSqORAOhQ4eRBAiA1FiyZIlcc801MR3nOeecI2PGjDGre0bXjbRu3VoKFCgQ8731KlWqlDRv3txZXa91vbR48WJ58803nbGYyK1YIi/9xPHEE0/Ipk3ZfyJIlq4af+65iVKrVr+ozr5jx+wnGSQaCDoDS2diJVrfDwQIkGG++eYbOeuss2I6Up226nUHHmnt2rXSs2dPJ7DM7x156SM3HZB/4IEH5LXXXpORI0fKDz/8ICtWrHCu0KMl/eQU+tr333/vDIJrfV2lX79+fWfnYPO1I6+LLrpI+vTp46wy94Nuvf7BBz9m/S7vRXXyF1/8Tlao/RCzKaKNCBAgA2nn26tXLylZsmRUp6qPufQxjo4R+EkH1Nu3bx+zfsXvS1fQP/7447JgwQLzR/LU5Mmrohb9ha7HHx8ta9b4e29TiQABMpgOpOtf7DpdNbKj1f2u9HwLHTfwmz5ae+utt+Tmm2+OCbRkr9KlSzvTmnUywfLly81v7bkVK7ZmOzbRosUnWaG51qxuPQIEgLMFSaNGjWI6YF1A58Upe7mxbt06Z0xGxy50pfsVV1whDRs2dD49VKpUKbxoUf+r/9ava7nW0z2qtJ0Olm/YsMF8ad/88cdeefXVaVK7dv+o4GjceKB88skCZxuSdESAAAgbNmxYzMaBet12223y66+/mtUzngbDsGELpUmTw+d16KVBojvmbt+eugWIeYEAARBFV10///zzMdt5FClSRLp16ya7du0ym2SkWbPWyq23fhLzuKp9+69l+XJ/BuaDhgABkC2dNXXnnXfKUUcdFRUkFStWlA8//NCsnjF0G/VOncbEBIcOmk+cmJr9soKCAAEQl06RrVOnTsxjrXr16mXUsbZ6tGzv3jOcabiRwaHTdAcO/J/s2+f/hIOgIUAAJGTQoEFSvnz5qBDR7Up0kWAqB6xTTXfA/eqrJXLllR9EBYcuDOzefaJs3py5j/QIEAAJ02Nzn3nmmahDlvTSVd4vvfSSr9vG54V58zbKXXcNj3lcdd99X8iiRf6sXLcJAQIg13T1t67bMB9rnX766fLll1+a1a2zYcNm+cc/hsRsFXLNNf91DnXCIQQIANe+++67bI/V1V13dTNF2+gMtBdeeElOOeUSOfXUVnLuuT2c4Pi//xsgffvOyiq3f/sRLxEgAJKie1PpRoi66jsyRHQXXl0IqNu720BPVgytgSlSpKKUK3e5nHZaB3n66TFZn0h2mNUhBAgAj+imhHp6n7nrru6227t3b9/O10iWrsLXleyRP3P+/IWyvnabzJy52KyOCAQIAE/pFupXXnllzGOtc889V8aPH29WzzO6fbueSZKX+4DZjgAB4AvdXv2MM86ICRI9m0PPUM8r+/btc7Z9Nzdu1J2I//GPf/i+E3E6IUAA+EY761dffdU5gTCysy5UqJA89dRT8scff5hNfDVq1Khsz0LRM9v9PAslXREgAHynx8S2adMm5nHRSSedJO+99578pav1fBTvNMaxY8ea1ZEgAgRAysydO9c5bdDsyGvVqiXTpk0zqyct3nnwb7zxhm/nwWcKAgRAyn388cfOWR5mkLRq1UpWr15tVs81HQDXQ6TMY211arGehLh582azCVwgQADkid27d0v37t2laNGiUZ28/lu/ruVuTJw4UapXrx4TTk2aNJH58+eb1ZEEAgRAntJPHPrJw+zw9RPKRx99ZFbP0cqVK6V58+Yxr1O1alUZPny4WR0eIEAABIKOgehYiBkADRo0cMZOcrJz507p0qWLFC5cOKpd8eLF5cUXX0y7DR6DhAABEBg6G+v99993ZmdFhoHO3tJZXDqbK9LgwYOlQoUKUXV1i/m7775b1q9fH1UX3iNAAASOrg/RdSK6XiQyHHQ9ia4r0U8rdevWjfm0ol+bMWOG+XLwCQECILB0xXqzZs1igsK89FOIfhpBahEgAAJP99DSvbTM4NBxj65duzrjIEg9AgSAFXQ3Xx0HCYWHPs7SmVfIOwQIAGuMHj06HCDXXnutWYwUI0AAWIMACRYCBIA1CJBgIUAAWIMACRYCBIA1CJBgIUAAWIMACRYCBIA1CJBgIUAAWIMACRYCBIA1CJBgIUAAWIMACRYCBIA1CJBgIUAAWIMACRYCBIA1CJBgIUAAWIMACRYCBIA1CJBgIUAAWIMACRYCBIA1CJBgIUAAWIMACRYCBIA1CJBgIUAAWIMACRYCBIA1CJBgIUAAWIMACRYCBIA1CJBgIUAAWGP0pKwAqZTPua5tTYDkNQIEgDVGz80KkGb5nOva5wmQvEaAALDG6F+yAqR7Pue6dggBktcIEADWGL06K0D65nOua0cRIHmNAAFgDQIkWAgQANYgQIKFAAFgDQIkWAgQANYgQIKFAAFgDQIkWAgQANYgQIKFAAFgDQIkWAgQANYgQIKFAAFgDQIkWAgQANYgQIKFAAFgDQIkWAgQANYgQIKFAAFgDQIkWAgQANYgQIKFAAFgDQIkWAgQANYgQIKFAAFgDQIkWAgQANYgQIKFAAFgDQIkWAgQANYgQIKFAAFgDQIkWAgQANYgQIKFAAFgDQIkWAgQANYgQIIlLQJk9/btMu399+X3lSvNIgBp5IeNP4QDpNW3rcxipFhaBMiGJUvk7/nyyZxhw8wiAGmmx5wecsvYW2TZ9mVmEVKMAAEAuGJNgGhAhC4TAQIAqRfbG/skXgAkIl57AgQAUi+2N/ZJvABIRGT7jx95JOrfOV2vXXqp+TIAAI+4681dSDZAIs3/5hsZ0a1b+BrSoYPzuv2aN4/6+vRBg8ymAACPJN+bJ8jLADHxCAsAUs/73jwHBAgApBfve/McJBsg8doTIEB6Ci0azO4qOqConDH0DLnzuztl4rqJZlOkQGxv7JN4AZCIeO03LV8uT1WqJPNHjTKLAFjMDI14V9vJbeXgXwfDbd9f8n5C15o/10R8R+RGbG/sk3gBkIhk2wOwT2RARDrw1wFZuWOlvDn/TSnxXolwnTfmv+GUa5CYAZPTNepX/vB0K2W9cbIBkGx7APbJKUAiDVwyMFyn2ifVwl9f8ceKhK5d+3dFvBpyI+d3xWPJBkCy7QHYJ5EA+W33b+E6x75zrFkMH+X8rngs2QBItj0A+yQSIJt2bwrXKT+4vFkMH+X8rngs2QBItj0A+yQSIIOWDgrX0V16kTo5vyseSzYAkm0PwD45BYgOov+641d5a8FbUvL9kk55mYFlZMm2JVH14K+U9cbJBkCy7QHYJzJAcrpO+uAkeWTaI7J251qzOXyWst442QBItj0A+5hhkd2Vv19+aTSikYxYNcJsDp+lrDdONgCSbQ/APpFBYfpz/5/y/cbv5bbxt4XrdJ3Z1awGH8W+Kz5JNgCSbQ/APvECJJKejx6q9/mKz81i+CT+u+KhZAMg2fYA7JNogMzeNDtcr8lXTcxi+CT+u+KhyABI9MqpPYDMkGiA7D6wO1xPtzZBasR/VzxkhkMiV07tAWQGNwFS6J1CZjF8Ev9dAYA8lGiAzNo0K1yv6pCqZjF8Ev9dAQCf/JX1v2kbpjm76uYk0QCJnIn14JQHzWLZe3CvTFg3wdk3C96J/64AgA+mbpgqNT+r6XT4ejCUrirPTrwA2bl/pzONt8W4FuE6uio9uwWFLce3dMqLv1tcXpj7ghMoSF7suwIAPln952q5ffztUcGg18zfZppVHWa9eNep/z01x9e5+POLo+pWGVJFPlvxmVkNuUSAAPCdDnL/c/Y/nU8bkR25/vvlH182q4eZIRF56WD5yR+cLFeNvEr6LOjjLCzMyU+bf5Iaw2rEvEbjEY1l3uZ5ZnUkiAAB4Kuhy4Y6nw4iO+6j+h4ld3x7R0qPk9VTCt9Z9I6UHVQ26mc5pv8x8sDkB+T33b+bTXAEBAgAX8zZNEcafNkg5q/+i4ZfJNM3Tjerp8y2vdvk8emPS8H+BaN+Lh0/eX3e67L/4H6zCXJAgADwlM50um/ifXJ0v6OjOmjdNff9Je87s6+CYOm2pXLtqGtjAu7sj86WMavHmNWRDQIEgCf2Hdwnr/z4irMSPLJD1rGKp2c8LTv27TCbBMLo1aOd0DCDpOk3TZ2QQc4IEABJ+2rVV3LG0DNiOuEbx9wov2z/xaweOPrYqte8XuHDqUKXPubq9H0n2b53u9kEQoAASMLqDYvkiq+viAmOap9Uk2/XfmtWDzwdSG87uW3M47dyg8rJgMUDnIF4HEaAAMi9rVtl25MPyQvXFZDTnjvc0ZYaWMqZUqtHztpMp/3qIVVmMOpU4OlrJ5vVMxYBAiBxB7KC4a23REqXzuo98snYs/PJ7a3zSYH+BaTj1I6yZc8Ws4XvdJzi+tHXyzMzn/F8gH7Y8mHOosPIELmiYz6Z2vlWkVWrzOoZhwABkJhvvxU57zwnOELXjkL55ItOl8vy3xaatVPmzu/uDHfu3639zixO2p4De+T5Oc9LsXeLyakv5JOuTfPJ8tJZv3/hwiLPPiuyc6fZJGMQIADiW75c5KabooLDuU4/XWRE3p9D/uj0R8MB0nlGZ7PYM+t2rpPe794lI6sdFX0fTjlF5MMPzeoZgQABkL0dO0Q6Z3XIhQpFd5glSoi8/LLIvn1mizzx5covwwHyf1/8n1nsuf0zfxCpUyc2UOvVE5k1y6ye1ggQANH++ktk4ECRk0+O7iDz5xe5916RjRvNFnlq696t4VlTOu1Wd+lNiUGDRMqXj71HrVuLbNhg1k5LBAiAw6ZPF6ldO/av6/r1RWbPNmsHRuRGiWPXjDWL/fPnnyLPPCNy7LHR9+u440R69hTZm97bxhMgAETWrhW54w6Ro4zn+xUrigwZYtYOnFSNg+RoxQqRm2+ODd7TThP54guzdtogQIBMtmePSI8eIsWKRXd8RYqIdOsmsmuX2SKQQuMg9R/PJ1+19X8cJEcTJoicf35skFx2mciCBWZt6xEgQKb65BORypVjO7uWLUV+zf6EwMDaulXk6KMP/fwFC+bt1FpdK9O3b3itTPg65hiRDh1EtqR+rYxfCBDAJpMmiTz8sMgFF4iULStSoIBImTKH/up96CGRiRPNFtl74IHY4KhZU2TKFLOmPWrUOPy7jE3hOEhONNQeeeTQexR5n088UWT1arN2zrx6z31AgAA20LUYl14a2+lndzVpcqh+PBUqRHdo7757aPaVzR599PDvpNOPg2LxYpGrrop+jz5L4Dhdr99zH+QzvwAgYL7//tBfnJGdxaefiqxbd2iWz/r1IsOGRXc2Wv+HH8xXOkynoJ57rsiTT4r88YdZaqcvvzz8++ussaAZOVKkbt1DizKPNLbkx3vuAwIECDLtMMqVO9RB6AypXr3MGtH+85/DM6n0k4V2NJli27ZDg//6u+tCP1tZ9J4TIECQNWt2+C9M/bSQCK0XanPjjWZpehs37tD4jj42spVF7zkBAgSVTvsM/WWpq8J1ym0itF5oFbm2T8Ppo2nLsvecAAGCqmvXw39VPv20WRqf1g+11R1jYQfL3nMCBAiqBg0Odwi5nZY6Zszhtg0bmqUIKsvecwIECKrIjfpyOzCqA7GhtrrdOOxg2XtOgABBFblBX6LPwkN27z7cVg8+gh0se88JECCokulMtH6orU5thR0se88JECCoLHucAQ9Y9p4TIEBQRQ6o6vqG3NAB2FDbFA2oBkqA94+Ky7L3nAABgqpLl8MdQm73dsqDKZ2BYMH+UXFZ9p7nM78AICDmzTu8qEwfbSR6up3Wy4NFZXnOkv2j4rLsPSdAgCC77rrc/0Ua+ZdoCre1yFMW7R91RBa95wQIEGRr1hz+q1o7vDffNGtE0/JQx6gdqnasmcCi/aOOyKL3nAABgm7aNJFSpQ53dvoIRs+T0L+a9+0T2bBBZPjwQ8emhuroaXj6SCcTWLZ/VEIsec8JEMAGy5aJNGp0uLOIdzVuLPLLL+YrpC/L9o9KmAXveT7zCwACTKefdux4aDqq/sWp52zrf88779B52xMmmC3Sn2X7R+VagN9zAgSA3SxbfJdOCBAAdktm+4882D8qnRAgAOyWTIDkwf5R6YQAAWA3HmHlGQIEgN0s2z8qnRAgAOxm2f5R6YQAAWA3y/aPSicECAD7WbR/VDohQABbLV4sMnOm+dXMZNH+Ua5t3Cjy3Xci+/ebJXmGAAFsNHv2oRXJ2gH+979maWayZP8oV3S9Smi22X33maV5hgABbNS37+FOULezwCEW7B/lytKlh3/uc881S/MMAQLYKDJAHnzQLEWA949yZcmSw+/33/5mluYZAgSwEQGSWQgQAJ4hQDILAQLAMwRIZiFAAHiGAMksBAgAzxAgmYUAAeAZAiSzECAAPEOAZBYCBIBnCJDMQoAA8AwBkrhFi0RGjTK/ahcCBIBnCJDE/PyzSMGCh+5Tz55mqT0IEACeIUASo5sphu5TixZmqT0IEACeIUASQ4D4igABbESAJIYA8RUBAtiIAEkMAeIrAgSwEQGSGALEVwQIYCMCJDEEiK8IEMBGBEhiCBBfESCAjQiQxBAgviJAABsRIIkhQHxFgAA2IkASQ4D4igABbESAJIYA8RUBAtiIAEkMAeIrAgSw0NasAFmY1ZnotZ4AyRkB4isCBLDQnKwA6ZHVmej1DQGSMwLEVwQIYKFhWQFSI6sz0asnAZKjXVkBsibrHum12eIA2ZcVIL9k/Q56rSZAACSjb1aA5MvqTPR6kADJ0bSsALk26x7p1dPiANmSFSAvZ/0Oer1HgABIBgGSmM+yAiR0n1pYHCCrsgLk4qzfQa+WBAiAZBAgiUmXAFmSFSCh3+NvBAiAZBAgiSFA/EWAABYiQBJDgPiLAAEsRIAkhgDxFwECWIgASQwB4i8CBLAQAZIYAsRfBAhgIQIkMQSIvwgQwEIESGIIEH8RIICFCJDEECD+IkAACxEgiYkMkObNm5vF1iBAAHiGAEnMf/7zn/B9qlatmllsDQIEgGcIkMS0b98+fJ+qV69uFluDAAHgGQIkMVdccUX4Pr377rtmsTUIEACeIUCObN++fVKsWLHwfVq7dq1ZxRoECADPECBHNm3atPA9OuOMM8xiqxAgADxDgBzZiy++GL5Hf//7381iqxAgADxDgBxZ5PjHhx9+aBZbhQAB4BkCJL50Gv9QBAgAzxAg8aXT+IciQAB4hgCJL53GPxQBAsAzBEh86TT+oQgQAJ6JDJB27dqZxRkt3cY/VGSAnHXWWWZxniFAAAs99thj4Q7l+OOPl6+++sqskrHSbfxj3bp10qxZs/DvdNxxx5lV8gwBAlgo8hl/6NLHNosWLTKrZpx0Gf/Yu3evvPDCC1K8ePGo97lcuXJm1TxDgACWatOmjRQtWjSqcylQoIA89NBDsnXrVrN6xkiH8Q/dhr5KlSoxfyScd955Mn/+fLN6niFAAItt2bJFOnbs6ARHZEdTunRpeeutt+TAgQNmk7Rm+/jHvHnzpHHjxjHBUaNGDZk0aZJZPc8RIEAaWLhwoVx++eUxHY/+xfrtt9+a1dOWreMfv//+uzzwwANyzDHHRL1/ZcuWlXfeeUcOHjxoNgkEAgRIIyNGjJDTTz89JkhuuukmWb58uVk97dg2/rF//355/fXXpWTJklHvV8GCBeXxxx+Xbdu2mU0ChQAB0ow+xnn55ZelRIkSUZ1SoUKFpHPnzrJjxw6zSdqwafxjzJgxcvbZZ8eE/bXXXitLly41qwcSAQKkqY0bN8q9994r+fPnj+qgTj75ZBk4cKD89ddfZhOr2TL+oeHQtGnTmODQMBk9erRZPdAIECDNzZ49W+rXrx/TYdWuXVumT59uVrdW0Mc/tm/fLp06dXIeT0W+D/r4qlevXs7jLNsQIECGGDJkiFSsWDGq8zrqqKPkjjvuCOxf67kR1PEPHQAfMGCAs34j8t4fffTR0rZtW2cA3VYECJBBdu3aJd26dZMiRYpEdWb66KdHjx6yZ88es4k1gjj+MXnyZGcKbuS91qtRo0by008/mdWtQ4AAGejXX3+Vli1bxnRslStXlk8//dSsHnhBG/9YtWqV3HrrrTH3VxcHDhs2zKxuLQIEyGBTpkyRmjVrxnR0DRs2lB9//NGsHlhBGf/YuXOnPPvss1K4cOGo+6nh9vzzz1v9CS87BAiQ4XQ21rvvvisnnnhiVKenz+jvv/9+2bRpk9kkcIIw/qGPzU455ZSoe6hjTHfddZezIWI6IkAAOHSW0BNPPBEzS0h3+33ttdecx0RBlZfjH7NmzZJ69epF3TO96tSpIz/88INZPa0QIACi/Pzzz3LdddfFdIh6DsWoUaPM6nkur8Y/NmzYIK1bt45ZZ1O+fHkZNGiQWT0tESAAsjV27Fg555xzYoLk6quvdg44CopUj3/oNus9e/Z0zuWIvC/HHnusPPPMM/Lnn3+aTdIWAQIgR7q47Y033pATTjghqrPU3X8fffTRQOzVlMrxjy+++EJOO+20mFC9+eabZcWKFWb1tEeAADiizZs3S/v27WN2iy1Tpoz069cvT3eLTcX4x4IFC+Syyy6LCY7zzz9fJkyYYFbPGAQIgITpYUZNmjSJ6UgvuOACmThxolndd36Pf2hwdujQISY49bwVPZc+085bMREgAHLt888/l6pVq8YESfPmzWXlypVmdd/4Nf6hwdC7d28pVapU1O+nj+4eeeSRjD7xMRIBAsAVHUz+17/+FXNmtw4md+nSJSWDyX6Mf4wbN07OPffcmHC86qqrZPHixWb1jEaAAEjK+vXr5Z577omZzlqhQgUZPHiwWd1TXo5/LFu2TG644YaY4DjzzDNl5MiRZnUIAQLAIzNnzpS6devGdMAXX3yxzJgxw6yeNK/GP/744w958sknnQO3In9uXUD56quvBnoBZV4jQAB4Sj91ZLelx9133+18WvFKsuMfuoXLe++9l+0WLm3atLFiC5e8RoAA8JxuKti1a9eYTQV1vETHLXT8JFnJjH9MnTpVatWqFfWz6XXJJZfI3LlzzerIAQECwDc6I6tFixYxHbXO4Bo+fLhZPVfcjH+sXr1abr/99pifp1KlSvLxxx+b1XEEBAgA302aNEmqV68e03E3btxY5s2bZ1Y/otyOf+zevVu6d+8uRYsWjfr++u/nnnvOKUfuESAAUkJXq/fv31/Kli0b1YnrIr127drl6mjX3Ix/fPTRR3LqqadGfU8dk2nVqpWsWbPGrI5cIEAApJTun/XYY4/FbBuv+229/vrrzv5bR5LI+MecOXOkQYMGUd9Dr4suusgJICSPAAGQJ5YuXSrXXHNNTAevOwCPGTPGrB4l3vjHb7/9Jvfdd58zmyrydU866SR5//33ndlX8AYBAiBPffPNN85ZI2aQNG3a1DmbxJTT+Id+/ZVXXpESJUpEvY6u73jqqadkx44dxishWQQIgDynj6169eolJUuWjOr89TFXp06dnNMSQ7Ib//jqq6+c/2+GULNmzeSXX34Jt4W3CBAAgaED6W3bto15/FSuXDkZMGCAMxAfOf6hmzdeeeWVMcFRrVo1GT9+vPny8BgBAiBwfvrpJ2nUqFFMMFx44YXOIHjo32bQ6O65ffr0yfht1lOFAAEQWMOGDZMqVarEBIl56TbrHTt2lC1btpgvAR8RIAACbc+ePfL8889HDZxHXpdffrksXLjQbIYUIEAAWEFnW0XuX6Xbx48YMcKshhQiQABYY/To0eEA0cFz5C0CBIA1IgPk2muvNYuRYgQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwBgESLAQIAGsQIMFCgACwxpw5c8IBcs8995jFSDECBIBV+vTpI+3bt5d169aZRUgxAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIACtMmTJFHnvsMbnwwgvlxBNPlAIFCkiJEiXkrLPOkrvvvluGDx8uBw4cMJuFhRYg6pUoN20yCXcFQKAtW7ZMmjRpEtWZ53RVqlRJvvjiC/MlHG7CwE2bTMJdARBY+qnjhBNOCHfi9erVk0GDBsmKFStk165dsmXLFpk1a5Y8/fTTUrZs2bidvZswcNMmk3BXAATSqlWrpHTp0k7nnT9/fundu7dZJYqGyZ133pljZ+8mDNy0ySTcFQCBdPXVV4c77x49epjFOXrqqafMLznchIGbNpmEuwIgcP73v/+FO24d14g3OJ4oN2Hgpk0m4a4ACJzOnTuHO+7u3bubxa64CQM3bTIJdwVA4NSvXz/ccU+YMMEsdsVNGLhpk0m4KwACp3z58uGOe8OGDWaxK5Fh4OZCLO4KgMA59thjwx33nj17zGJXzEDI7YVY3BUAgeN3gCTKTZtMwl0BEDh+P8JKlJs2mYS7AiBwGES3A3cFQOAEdRrvokWL5MUXX5SGDRtKxYoVnQ0ddasVDTxdKb9v3z7jFdJb4ncSAFJk7ty54Y67SpUqgVlIGPnv7K5atWrJtm3bjFdJX4nfSQBIoauuuircMetf/YnSjRWzY4ZBIsw2Z599tvP6o0aNkqVLlzobOm7cuFGGDh0aHrdp166d8SrpK/E7CQAptHLlyvBOvEcffbS8/fbbZpUoW7dulbvuuivHgDDDIBG5aTNu3DinXrly5cyitHXkuwIAeWTixIlSsmTJcCfeoEEDGTx4sBMuu3fvdkJj9uzZ0qVLF+eQqXidfW7CICQ3bXbs2OHUK1KkiFmUto58VwAgD+mjIh20juzMc7p0vOTLL780X8KRmzAIyU2byZMnO/UuuugisyhtHfmuAEAAaAf9yCOPSI0aNZzDo3QG1HHHHeeMS+iRthoc8QbbcxMGIYm02bx5s/O9Nbz03JKcAiwd5XxXAAA5igwXvc4555wcj9NNVwQIALhgBohuv6KHYOkU5ExBgABAEvQoXQ0Nnd5btGhR59Had999Z1ZLSwQIAHhk5MiRzqcRXVCYCQgQAPCITi3WAMmUqbwECAB4ZPjw4U6A6IysTECAAECCqlWrJj179pQZM2bI2rVrZf/+/c4CQh0D6dq1qxQuXNgJkB49ephN0xIBAgAJMmdeZXe1atXKCZZMQIAAQIIWLFgg//znP6VevXrO5onHHHOMFCtWzFnMeM8992TM7KsQAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFf+H4F73LPy/WdWAAAAAElFTkSuQmCC)
| Product Number | 8H60-1-7U |
| Purity | 95 % |
| CAS | 1014717-10-2 |
| MDL Number | MFCD16038156 |
| Molecular Formula | C10H13BLiNO3 |
| Molecular Weight | 212.97 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory