![1-Benzyl-3-methyl-1H-imidazol-3-ium bis[(trifluoromethyl)sulfonyl]azanide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA3kAAAN5AE0rYtLAAADLXpUWHRtb2xTb3VyY2UAAHicjZZtT9swEMe/ipXXq+M758FGFIRASJOASYNJezeZNECkJkFpePr2+zuB0oSsmdL2Evv/u/p8ZzuHx6/lWjznzaaoq2VAUgUir7J6VVT3y+DXzfnCBMdHhxlEEFabZfDQto8HYfjy8iKzh7x0r3Uls7oM+v6D100x0LxoWTf3IStF4e/Li+uOWRTVpnVVloPaFAebrvGizlzbjeIffxGWrnkuqrCXh2Xz3Hv7w8p/lHzdrILPWE7RdwJU3BXrXNzVTela8cxK4qO+ifu8yhvX5itx+4ZmLSPEfnR4eVZnT2Vetbj1HorMra/b5ilDQ1mv8+wJznDz/WwZlATAtXV50jTuTfg73+xIOBZOCxcJFwuXCJcKZ4SzwpHCF/0EAUFBkBA0BBFBRZARdAwdez/QMXQMHUPH0DF0bJCnde4HevP2mCNacSVOxcfv7nXefc/FtfiB6+rd9m3nQT8x69MH19zDjRIk1H9ci5EMieRlwFJTbMS70TJOEJOWyuCJZBzBKJlEKhELJY0l70emNmGx0FJzmnpr44i8VZGxvj+mNAKtEmtFIo13aSTZWMPYBCaVEcNYGbPF+JFgC2tkGvePJsGMbS3LSMFa/N9u82R3IN4QlZYp6xRRkYEhyamJfQCEsXxakpHmLiBOfWCMgSfWWx3H1utsZDFrGF3ip4F0Nym9M5aWkw6i2FtUo7FpN0uM9MOpNn1/Sn27in07ZpPQDt8cjQ0iwVQLlLX6fOoNyjbc1u3R4W1drXZuRbFaBrcUdAX9M7/b8HtNB6JuVnmDbcI78NJdgIeAXwFb4GQK0EPAr5f9QDQE/OraD8RDwK/F/TEkQ8Cv3P1AOgT8Ot8/JDME/K6wH7BDoNtD9hO+f5C6bs+ZYcbp7vaoGYa/BD+L6C8ZoZkqoehLXc0io7z3m+z+RNIo9f2mPMOkE8xMwZCZYMwMM6qB/pDYMjy5GsdFYPyhMsOMi8AzNLPqx8u+O7RmmFEV9IfczNjGZeCZaIaJJ5iZOuBRHfSH7gyTTjAzdcBmgpmsg3Bnew4/XkFw++X1JNx5dwnxxnb0F7GHwS5qjnZTAAAxkElEQVR4Xu3dCbzVc/7H8SijoYipFIOsYxmTLUuJDKayzChlkGWsoUUjStEyCdVUKEOLNqW0kpRCJSmlpI32RbqtWrVvn//9fO//Xvd+7znnnvu559yzvZ6Px+9Rft9f173nnvN7/757EQEAwKCIfwIAgHAQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAoqznE0VyHckgOX4KAIhjyRIYvuT8qQAgjhAgAAATAgQAYOL3fyRLoCTHTwEAcSxZAsOXnD8V4saiRYukdu3acvLJJ0vJkiWlSpUqMnbs2KzyIkWCvwVDlQGJhAAB8mnp0qVyyimnSOfOneWnn36SHTt2yJQpU6R69epZ14QKiVBlQCIhQIB8uu+++6R9+/b+6RxChUSoMiCRECBAPmntY8WKFf7pHEKFRKgyALHHJxRRU6xYMdm7d69/OgcNiVAHgPjFJxRRQw0ESG58QhE12gfy6quv+qdzCBUSflnv3r2lfPnycsYZZ8jw4cNzlAEofME/vUAB6SiscuXKSdeuXeXnn392o7C++uorqVGjRtY1fkhk55c1btxYNm7cKJMnT5bSpUvnKAPi3Re9/inThj7jn05owT+9QAT8+OOPUqtWLSlVqpSbB3LdddfJuHHjssr9kMguWNnUqVPloosu8k8DcW10xyryWY+7/NMJLfAnFIhTGirFixeXzz77zC8C4hoBAsTYkSNHZNKkSVKhQgW/CIhrBAgQQ23btpWdO3fK+PHj3QgvIJEQIEAMaWf8SSedJOecc46MHj3aLwbiGgECGC1YsCDPOSFAMiNAAKNq1aq5eSFAqiJAAKPKlStLnTp1/NNAyiBAACMCBKmOAAGMCBCkOgIEMCJAkOoIEMCIAEGqI0AAIwIEqa7xA1Wk7b8JECDfCBCkuipVqshddxEgQL4RIEh1BAhg9OCDg+W55z72TwMpgwABjB5++CNp1uxz/zSQMggQwIgAQaojQAAjAgSpjgABjAgQpDoCBDAiQJDqCBDAiABBYev5RJFcRyzFQ4D4r0dBX5OC/WsgTB07fi19+szxTwNRU9CbY6TFS4BEUmS/GgDEiUjfLAuKAAGABBHqZpm2ZLLMHtPWdAx4u620bZv/o1SpUlK+fPlc58M9BvfM/b2Ec2xaPSvr5w71mlhE9qsBBt26zfRPAQXmt/Vnv3l+90k7GdyigumoV72CVKiQ/+Poo4+WokWL5jof7vHI7bm/l3COH6a8E9ZrYlGwfw1EQOPGn/qngAIr6M0x0mjCAvLhiit6SqNG4+TIEb8ko6xt28nuqFlzkPuzXbsp/mWAWaRvlgVFgAD5oCHRsuVEGTp0oV/kytLSdrqjfv0x7s916371LwPMIn2zLCgCBMgHDYmdO/dLrVofyMqV23KVZaIJC9EQ6ZtlQREgQD5khsTs2WnywAOj5ODBw7nK1LJlW7L+DiSreAiQSCNAEDXZQ+KNN76Rt976bbRV9jIgFRAgQD5kD4kDBw5LvXoj5fvv1+cqA1IBAQLkgx8SK1ZslTp1hsquXftzlQHJjgAB8iFQSAwevEDatJkcsAxIZgQIEMLWrXtlyJAFrrlKBQoJnRPSsOHYrDKtjei/2b37gHclkFwIECCImTPXSvXqA+WGG/rJli17/OKgVq/eJtde+67ceecQ+eGHTX4xkDQIEMBz6NBh6d59plSq1EseeuhDNyEwv5Yu3SJ16w6Tq6/uLQMGzA04cx1IdLVqVZEnniBAAEfDQkNDw0NDRMPEat++g/LKK1+5pq0GDcbKL7/s9i8BElr79lXSPycECCDjxy+T66/vJzVqDHTNV5EyceJKqVatn9xyy3sybdoavxhIWB07VpEePQgQpDDt7NaFD7Wm0KTJp7Jt217/kgJbv/5XefTR0XLllT2la9dvcsxgBxIVAYKUtmjRZreulXZ663DcaDp8+Ej6h22Wax67//6R8tNP2/1LgIRCgCAlaaf2++/Pl2uu6S133TVUliz5xb8kqPXr18vSpUtl2rRpsmrVqvSvlb8e8u++Wye33vq+VK3aV8aMWeIXAwmDAEHK2bx5qzz99HDXZKX7dezZc9C/JIclS5bIyy+/LDfccIOccMIJUqRIkVxHuXLlpFq1avLGG2/I6tWr/S+Ry44d+6Rp0wnue3jxxYny66/7/EuAuEeAIKV89tlncuqpp8sFF9RL//sKvziHiRMnulDIDInKlSvLCy+8IG+++aYMHz5cJk+e7P7s1q2btGjRwgWMbu+p11aqVElGjx7tf8lchg//Qa69trdcffXDMnMm2+AisRAgSAkHDhyQ559/3u3hfO2116bXEoKPhlq7dq3ccccdLgjOOeccFxg///yzf1lAmzZtkj59+qQHwtXu319//fUyY8YM/7IcFi/+WS67rLIcc8wx0qFDBzl8mA52JAYCBElv+fLlrkagtYMXX3xRDh4M3mQ1ffp0KV26tJQsWdLdzPfv3+9fErZhw4bJueeeK0cddZS0bds2ZF/Jnj175KmnnnKhc/PNN8u6dev8S4C4Q4AgqQ0cOND1W5x22mkyadIkvzgHbXI67rjj5PLLL5e0tDS/2CSz5qPBcPfdd8vu3aEnE44aNUpOOukkKVu2rIwdO9YvBuIKAYKk9Ouvv8qDDz7obtzaHLV582b/khxGjBjhaijVq1d3/zbSBgwYIMcee6xr2tLaRihr1qyRqlWruppLkyZNClQLAqKJAEHSmT17tpx33nlSvHhx18GdFx2Sq7WUmjVrhmzeKqgvv/zShUjdunVDNmepQ4cOuWavYsWKyWWXXSaLFy/2LwFijgBB0tCbcufOneV3v/udXHjhhTJ37lz/klz27t0rFStWlDPOOEO2bIn+PuZaE9FakYZDOKZOneq+txIlSkjfvn39YiCm3nyzuvTr95B/OqERIClKQ0Nvzo8//niefQ2ZWrdu7UY/5TVSKpK0T0Sbp8L9f27dulVq167tfjZt2gLixY4dG9I/a1v90wmNAElROuT24osv9k8HtW3bNjnxxBOlfv36flFUace6js7Kbxhox7r2oQCIHgIkRekscO0I16VGwtGmTRvX3BXOzPFI0wmIWqP46KOP/KKAtDlOr9ehwQCihwBJUTp6SZuG3nnnHb8oF+0sP/nkk+Wxxx7ziwrNNddcI1deeaV/OiBtavv9738flRFiAH5DgKQwbeLRiXh50c5pfaLPa25INL377rsu8MKpAWnT3J133umfRipZsECkZk2REiUyDv37/Pn+VVG3Z892GTXqBXnppfOkQYPfS/Pmf5QePerI8uVf+5cWjgi/LgRICuvUqZMb+vrLL6FX19UZ6TrbPJZzLHTZE21y06a3UBYtWuTCTidFIkUtWyZSpoxIly66HHTG0bVrxjkty652bZEKFcI6+jxcQVq0yPto0+Yi2bUr4zOlI68GDnxcNm5cml6T35f+WVslM2YMktde+61/buPGZdKq1fm5vk6w44N6ub+3gIffX5mf1yVMRfwTSB0rVqxwN1tdjyoUbTr6xz/+4Z8udLoA44033uifzqF9+/aur2b7dvYPSVn16mmnnX9W2zZF7r8/57khQ0R0mHgYxzfvt5UxY/I+JkzoJIcPZ8yR0lqH1kJC2bfvVxk37tVcXyfY8d2A3N9bwGPMmJz/o/y8LmEq4p9AatGJd7feeqt/OgedOBjuXIxoat68uZxyyin+6RzC+XmQ5PQ9sny5fzbjXLly/tmo6tatpvTqdbdrsjpwIPSqClEXhdeFAElxuneHzvgO9sSuc0S0ltKjRw+/qNDpTHldIViH9gYSbo0KSa5oUZ316p/VDgmRYsX8s1G1d+8OGT26lbRrVzG9NlJcWrY8W0aMeC7PWklUROF1IUBS3I8//uhuuoMGDfKLnJUrV7ryDz/80C8qdLoGl34vP/30k1/khNungyRXtmzEn7Qj4ciRw5KWttDNRu/e/Ta/OPqi8LoQIJCLLrpIatWq5Z92dK0svWlPmTLFLyp0uj6Wfi/6PQWiQ31vuukm/zRSzb33Bm/r136AGNu9e5s0blzSPx19UXhdCBBIq1at3LyJXbt2+UVxWQNZuHChX+Q2sdJhvm+//bZfhFSji2mWLp0xwij7aCM9t2RJzmt1RNK//hXWMaHrv6R//7yPwYMbyIEDGU1FOtpqxoyBsnnzCjl4cH/6nyvTa/v1Xd9IJh2xpef8rxPsmNIp9/cW8Hj33az/h5Of1yVMRfwTSD2ZM7dHjvRGbUjG5k1aFs6Ew2jT3Q71ewm0gZSWaf9IuDPrkeTmzROpUUPk+OMzjurV9Y3uXyXSqJFItWphHcObV5POnfM+NBy070MtXz7NdaI3a3ba//eBnOUCZteu3xYj3bp1jbzxxt9yfZ1gxyfP5v7eAh6Bahvhvi5hKuKfQGq6/vpn5d//HuKfdnQNrHgYhdWsWTM3IiwQ3Q43v+tlASgYAgROt24z02/AfWX//kN+kZuxHg9DY3V/dp0L4tuwYUNYkwwBRBYBAmfhwo1yxRU9ZcqU1X6R/Oc//3F9JHntDhhNmX0cOlHQp81rWqbrewEoPAQIHN3077bb3pfWrSf7RVkjsT755BO/qNBoH4eGxJIAnX233HKLXHXVVf5pAFFGgCBLly7T5cYb+8vBg4dznNfdC3WnP90vPRZ0DS7dv6Sadgx6dM6Hzv3o2LGjXwTEFZ2JriOxkgkBgizff7/eNWNNm5a7Kahnz56uFjJ9+nS/KOo6dOjg/t8TJ070i9zWtVq2PNAEKSCO6OTBAQMe9U8nNAIEWQ4fPiLVqw+Ul1/OPWlQ9wTRnQED1QKiae3atW4l4GC1n9tuu00uvfRS/zQQdzp2rCI9etzln05oBAhy6NBhqtx88wAXJr7MnQFfeeUVvygqdEOoyy+/3G1mpUHi0/W7dB0vXc8LiHcECJLet9+muWasWbPS/CKnSZMmbsLeGH+p6AjTGk/16tXd8NzPPvvML3Z0/S4NNF3PC4h3BEiU1KlTRx566CHp2rWrDBkyxK27tGrVKncTQeHSmsdNNw1If7MH3jHt0KFDbhdDbVaKVohs2bJFatas6YJqwIABfnEWXb9L1/ECEgEBEgX9+/d3T5EnnXSS+9M/ypYt69q4dSLbo48+6mZE63Ldn376qcybN082b97sf0kUULt2U6RGjYEBm7HUtm3bXIjoDT7SzVkzZsxwI7503ok+TASj63Ydd9xx8tJLL/lFQFwiQCJs6dKlUqJEiRz7V+ue1zrSRxfO0/0fXnjhBVc70c7b8847T44//vhcIXPMMcdIhQoV3Czle++9V5o2bSpdunRxNyBdwVVrM8H2kEBuOgpLm7Hmzg2+rpTWRLQ5S19//d0UdHSW/t7r16/vfpf6e541a5Z/SQ6Z/THff/+9XwTEJQIkgnRs/xVXXCF//OMfXZNFfmjnqbZ7f/HFF64Go52oTz31lNt2tVKlSnLaaaflChk9ypQpIxUrVnTNI4888oirzbz77rsybtw4t6Cg7rsNHa9+OL3G975MmJD30Fi9kevoLH19b7/9dhk7dmzYM9b1PTBp0iR57LHH3Da0xYsXlxYtWrhNrPJyzz33uLkhQKIgQCLo2WefdR2k0dxnQjce+uabb2TkyJHSvXt3d3PKrM2cf/75rvbjh4xOStMaC8KnfVU6T0SbnvQ11OanGjVqSJs2baRXr15uKfjJkye7P3v37u2CW8M+8/XX5kutNepyJeHYu3ev64PRxRWRAhYskPSnPkl/w2Qc+vf58/2r4l6rVg9Jly5N/dMJLSYBov0XuixFa93IJMZ27NghixYtcpPUtMlMm1BatmzpX4YwadOTrp2lmzvpyrl+QOuhtQ3t12rYsKFbHkVrIvkxevRo93VmzpzpFyHZLFsmUqZMxr4d2few0HNalkAeeWS0PP984BGFiarQA0T3azjllFOkSpUqrh093mhH/R/+8IewmlGQt3379rka3dSpU11QR2LBwwcffNDVdnSJFSQ53Skv0L4W+vB5//3+2bhGgBSQfuD/9re/uSaLYPtax9qC9OoyO9vFLx0Moe8f7cBHCkh/2Iz0Pt6xQoAUUKdOnVzTg46wstIbiD7R6qqs2q6uf0Z6lJVOYNM+klR+wtVRWI0ajXOr9Pq0LFbGjx/v3kNfffWVX4RkVLSodnr5Z3WrTJFixfyzcY0AKQBtG9e27yeeeMIvCknDoUePHlK3bl254IIL3NwDv01dD601/OlPf5LatWvLW2+9FXDZ73Bl3qQ+/vhjvyhlaEi0bDlRhg7Nvf94LAPk8ccfl/Lly8vhwzlXDEaSKluWGkgcK5QA2blzpxvqqbOGwxniqbWJ9957z21TmhkQf/7zn134dO7cWT744ANX+8g89L913ofOI7jsssuy/o2uo6T7SOiaSvmhNQ/9/xX2woHxRENi5879UqvWB7Jy5bZcZbGgfWY6FFuHbCNF3Htv8D4Q7R9JIASI0QMPPODG+M/PY+id3rj79esnZ511lgsA3UpVd5vTLUvzY+vWrW4JjMzZ0roYn44M0tnL4dL5Ifo9zJkzxy9KCZkhMXt2Wvrvb1SOPUIyy1at2uaauZ54Yky+jscfHyl33PGUC+j8HDpyS38nn3/+edb3giS3eLFI6dIZI6+yj8LScwVoZYgFAsRAaxL6oddmpVB0VnpmjUN3mJs2bZp/iYk2Zf3rX/9yw3N15I7ORQiHzjXQ0WL3J9hIj0jJXst4441v0n9/vw2ZzSxbsWKrNGgwNldA5HVYA0QfKLQZM5L9XUgA8+aJ1KghcvzxGUf16iJz5/pXxb1nnvnULROUTKIaIMuWLXMTvv7+97/7RTnobGa9TmeQjxo1yi+OCB1dVbVqVRdQ2o4eTlOaTnjT4ElLC7wybTLLHiA6M71evZFuwym/DEB49u49KPv3x9/UhYKIWoDoU2LmsiK67Wgwuhif3tR15rI2PUWb9qFoKGhfic5JCUWXNtGmN12PK9X4IaG1jTp1hsquXboEDQECIIoB8vzzz7ulSrSTOxhdSVXDQ8f0F+aoGm0eK126tFtLacWKFX5xDrpOk/ah5Kf/JBkEConBgxdImzaTA5YBMde+vbYT+WcRRVEJkAkTJrjO61BLbf/vf/9z4RGrp3udFX366afL2WefHbKT/ocffnBDhPPqw0k2gUJC54Q0bDg2YBkQc926SfqHVWTqVL8EURLxANGbcbly5aRy5cpBN4TSdad00ULt3I4lDRGtiWhzlnaaB6PNa7rEeGHWkgDkk95vLrxQn350ZzS/NCb0YSvUhNwxY5bkOD75JLFGlkU0QHQYrt5sS5Uq5fZ3CEQ3I9Il3HVETX4X0YsGbc7SPhHtWA9Gt1TV2tJHH33kFyWVLVv2yBdfhG7SA2Ju3z6Ru+8OPIx3/Pj0u1oRHYfvl8SEhkSoCbk6TD778d136/zL4lpEA0Q7qPVGO2zYML8oi+7DoZtC6bDdeKGTEPMKiEsuucRtWJWsdPfBxx4bLTVrDvKLgPiiw7jTH0Llppv8kgy3356xhtaOHX5JodOQiLcJuZEUsQCZPXu2W6pEO52D0Ul52jfSoUMHvyimtOakQ3x1nkiwzvK+ffu6kNGfMxn17Dlbrryyp3z9dXwucgnk8P77GTWNQPO69OE0/V4kzz/vlxS6zJAINSE3kUUkQHSpEO0juPDCC0Mug647AerWs6H6G2JF54loU5bOWA9ElyXXvp377rvPL0p4Or+jUqVe6TWxgm1LCxQa7VSoXFlEd6XUJi1f06YZIRLjlo7sIRFsQm4ii0iA6C5/Ol9Ct4UNJnM0k46+ilfaqa9DdoOtndWuXTsXMuHunJcIduzYJ7fd9n56MI5MuklOiLyeTxTJdcTMrFkiRx8t8tprfklG81XZsnLkjjv8kkKVPSSScUJugX/7gwYNck07uptfKA0aNHA351A1lFjTZU+0iU0XYAxk8+bNbrvW5s2b+0UJS9fmqVq1r6xenbN9FggkpoERyMMPi5QsKbIud+fzhmG9pfl9RdIfXif4RYXGD4lkm5BboHfD8uXL3bald+SR8rqKqq4rpavlxjtdgFFX8Q1GVwTWDY2C1VISyciRP7o38ejRi/0iIKC4CxBdTUIDJMCUgCNHDsvLL18mbdpcJIcPB55SEA26ZEmmQCGRTBNyze8GXarkqquuklNPPdU9mYcyZcoUV0v54osv/KK4o6v46ve6WFcBDeDHH390TXF51bjinT4JVa7cR1q0iP/fCeJH3AWI0kE5Rx8th2Z/65fI0qVfpT+4HiWTJkX/8zpnznrXRFW37m+jUAOFRDJNyDW/G7QZR5t7dFJgXrTvQJt+4mHeR1503S79ubp37+4XZbn11lvdMiiJOrFQ+zr++c/h6TXHwek1qfj/nSB++P0fcREo6feVL28/Rzp1qBxwF9Fevf4p//63LkcUfE2+gli//lf3IKaBoM1TOuIqVZh++7ofg95kW7Zs6RcFpPugJ9IcCp2Zftddd/mns2hNSmsp0Vo5ONo6dJgqV1/dW+bP3+gXASHFRWAEMHfuR/JE+vc2Y0bueUxbtvwkDRr8XgYPftovKhBtqtLh71qTv/HG/jJkyAI5dCgxHyqt8v1uWLlypesDuOaaa4IuVeLTmefPJNAiZ9rPocOSQ6lYsaKbO5JovvxylXtS6tv3e78IyFO8Boh6/fWbpXnzP8q+fbnncn38cWt58slisnZt6E3twvXpp8vk1lvfl6uu6i2vvTZVtm+Pv6kJhSHf74aePXu6p2/tKwiH7ruhtZVE6jPQmem6VleoJrf+/fu71+Hbb3O3u8ardet+keuvfzv9gzTGzTwH8iueAyQtbYELidGjW/lF6Z/l3enhcrq89dbtflG+rFy5QB59dJR7CNPP0bJlW/xLUkq+3w3a7q9P57rmVTi0xqI32nB3AowHI0aMcN9zsPW8lIZL+fLl5V7dszkB6O+tWrW/ygUX/F02boz9Eg9ITPEcIGrw4AauueqXX3J/dhcvniSffdbZPx2WHTs2pD80Piz16x8tjzzSQCZNWuVfkpJM7wadDKgjkRYuzL1AmE/3QdebcSLtY525eKLOTg+lffv2bmLhmjVr/KK4owMZ9Hc2ZswYvwhIGrt2bXEd5j171vWLTA4e3C/jx3eUxo1PSD9Kyrhxr7pzyGAKEJ0MqJMCQ617lWnmzJnuZjw1gdbo1+81nOYpHbF13HHHuc2z4tnXX3/tmuQaN27sFwFJZ9Kk7q5DffnyaX5RvsydO1peeulcNwy4X7+HZPv23JMVU50pQFSLFi3c8iUbN4YeyZPMNRD15JNPuuXrd+7c6RfFBV0+/8wzz5RLL73UrecFRNr+vTtk4PPlJW1R3kP6C4NOGuzT5343B8Ri3bofXIe8hlCHDtfKqlW/rV+FnMwBkpaW5lbfbdu2rV+UQ7L2gWTSCYehlj+JtTp16rjl83XzLCAadMb3yPaXy9A2FxbqjO9I0472IUMauo74Zs1OkxkzBvqXwGMOEPXAAw9I2bJlQ66um6yjsLK7/fbb3Yx8XdolnvTq1csF4btxsrkOktf6ZVOlZ/2jZMHE+HyQ2rNnu4wa9YK89NJ5rpNdh/v26FEn/TP7ddY12mTVoEFxN4or0FBg5FagAPn+++/dDap3795+UQ7JOA8ku6ZNm7rXIfPQMLniiivcGmG6/pcuEa/DfrUZTwcebN261f8SEadLrmj/zN26cxtQCL7ofY/0b3KS7P019NJGsfDmm9Vl4MDHZePGpXLw4D755ZdVbtLha69dneO6w4dZkTo/ChQg6sYbb5SLL7444BICmZJtJnp2K1askBNPPNFt0TtkyBDp2rWr61SvV6+eVKtWTc466yw59thjcwSMHrq0iy6HotdoTU6XhnnjjTfcbo7a6b1q1aqQr2koWiP8y1/+4vZe2b59u18MRMWvW36SPg2Pk6nvP+UXxZzWOrQWgsgqcIDosFC9IX766ad+UZZkWwsrky4oqcGhNY5Nmzb5xTno19VO+QkTJki/fv1c35Huw37bbbe5wNLNqvyQ0UPnmujqwNpMpjUj/Xdam9GOfq3NbNmSeyJTw4YNXRPc9OlsEIXCNfvjNtLryaKyJUIzviOlW7ea0qvX3a7J6sCBPX4xjAocIPqU/Kc//cnVMoJJptV4s3vhhRdc2ETq59LJflrz0GHEQ4cOlddff12aNWsm999/v6upnH322W7kmx8yek7L9Jq//vWvbr6HzlEBCtvB/bvl/eany5guN/pFMbV37w7Xt9GuXUXXz9Gy5dkyYsRz1EoKqMABot555x130wo27DWZ9gPJpKGh4aEhUti01qG1D62FaG1EayVaO9FaijZbaaAn6krBSHzLvx3iZqyvnDPSL4oLOmosLW2hm9vRvfttfjHyISIBohML//CHP8gjjzziF2VJhh0JM2lzlTZbafOVNmMByGl0p+tkSPpT/qGD8Tv3aPfubW52OewiEiDqxRdfdE0pGzZs8IucZNgTXWmTnfZbaMe5dqADyG3z6tnSq/7R8v24V/2iqNM+jjFj/uMmAR46lPGAp6OtdF7H5s0r3FIkmzevlEGD6ru+EdhFLEDWrVvnJha2bt3aL8pSs2ZN18QSat5IrGjzm65rpUNuQ9GRUtrvMHjwYL8IQDZfDnhE+jYqIbsLcQmQWbM+kBYtzpQnnywqQ4Y0yhrJqMuaaCe6ThDM6AM5yy28qGtnwS5iAaIeeughKVOmjJs8GMicOXNcE1EH3YIyjuibTPf2OOOMM9LfUMEnEOm8Fx2SqzUVAKHt2bFB+jU+QUZ2e9Avirg1a+bIf/97vVt+pHPnavLzz3P9S8KifSPWf5uKIhogc+fOdc1UOgM6GO0n0aU1li5d6hfFjM4811rFRx995Bdl0WC54IIL5Pzzzw/ZxAXgN2MGd5KLTz/aLaoaDTt3bpL33nvM1ThatKgg33033L8kXwYNelKaNi3L6KwwRTRA1E033SQXXnhh0ElwurifzkzXDuh4mBcybdo013SlczJC0eDT2sd3333nFwEIQj/j5557rtvBNNg9wUL7NnRvj2eeOVEaNTpexo59WQ4cKHjT+KZNy+Xpp4+VYcOe9YsQQMQDZOzYse5pfty4cX5RlokTJ7qJbrFuCtIFBkuXLu0m8oXql/nggw/cz6SzzAHkz+jRo93nZ+DAyCxOOH/+J9Kq1flumfW+fR9Ifyhd618SFm320iG9vpEjm6WHyO9kw4a854KluogHiD5laFOPzqcIRUdj6ZsqFvMolIbH6aef7ibgBRs5pnRin4640gEAkXyCAlLJLbfcIqeddlrIPsa8rFixSDp1qu76OV599ar0//7GvyRsuvKuNnuNG/eKX5T+MLlTnnuunHTrdqtfBE/EA0TpvunaFzJv3jy/KIeXXnrJhUiTJk0KdeKbNltpzUPXogo1FPfgwYNy7bXXumVG8tr3BEBwOvFVWx10uH9+6eKjuhhryZLHSO3ap8r06f0j8jCnfSeNGpVIr8Gk+UXp94i+LqgWLAjekoIoBYiOwtIbdDhNVK+88ooLEd1jvTBWqe3cubPr89Bmq/Xr1/vFObRs2dKNGtMZ3wAKplGjRm6umNbqw6ErWOgqF3ov0f5H/Tzu2hW5ASw7d250W9VqM5hPm7ZeeeVKad36gqy5JMgtKgGiWrVq5X7ped2k1fDhw9OfLkq6Ku6oUaP84ojQeR46VFfDSjvMgw01zjRp0iQXHroWFYCC0yV4dMUK3eQsL/r50xWl9fNau3btkC0FBTFhwn9dX8rKlTP8IrfwopZ98cXrfhH+X9QCRINDA0SbqcKhw3qvv/5694bR9lJtZooEXZ5Ea0Ja69B5HuHsjLh582YXZpUqVWKpEiCC3nrrLfcZnzx5sl/k6A6mGhh6zSWXXOKCJJp0VrpuMqUz1QM1i/Xufa80aVJK9m6Pvz1O4kHUAkQ9/PDDrvqZ19N+Jv0F6lLnuoeGvoF0qK9WYUN1cgeiTWG6qq525GstQpcn0Rnm4Xbg6UZQJ5xwQtztMAgkOm2W+vOf/ywVK1bM0e+pc6u0f0QfOrWWop97vbYwzJs3xvV3fPPNAL9IdvyyRuZddLxIAiwEGwtRDZD58+e7zvQePXr4RSHpU/97772XVSPRQ990uuKs9mHosFp9gsk89L91MqCu9qt9G5n/RlfV1YUR8zPxT7fe1X87aNAgvwhABOhK1voZ0/uCPjTqw54uTqqtBI0bNy6UvlCf7ljYrNmpsm9fgHuFLm9UtKjOlPZLUl5UA0Rpc5QO6w1UPQyHdrjpG61u3bru62iNIjMgsh8aVLqMuVZ/tZqsTVf5pTPptZPvwQejv/QCkMruvPNO1++pD3n6+dX9hHQb5lhZt+4HeeqpY+TDD1v6RToqSOTMM0WqVfNLUl7UA0QnFOob5JNPPvGLTLR2oqGiAaG1D/1T/7ugfRW6zLzOoNe90PNTYwGQP2lpaVKrVi13X9AmK93VNB582aOxrDq9uHbE+EU6mzj9bpl+uxwxwi9JaVEPEK15XHTRRW6nvHj22GOPudWEZ8+e7RcBiIB9+/a5nTJLlCjhJudqH6c2W+mk3rigTWelS4vUru2XZKhaVaRCBZ1p6JekrKgHiNLFFfVpQ1ezjUfDhg1z35/2rwCIPB2qr4NjtAn60UcfdRNzd+7cKeXLl3erPMSNt9/OqGkEGv01Z46k/wAibBedpVACRNeZKlu2bFz2LaxevVpKlSol1atXN/fTAAhM+xWrVavmHtB0HpZu6ZCdjrrUMl1DLy7oyK9LLhH5y18y/u578kmRSpX8symrUAJEtWjRwj193HPPPW4Pb62VaNunrm4bzmTDaNClSipXruz2a8/vUGEAwelcKh0VWbRoUTnzzDPdSMlA9KFN51vpAJiC9mNGzMSJGbWQd97xS0R06HF6zQkZCi1AtKNbdyPUTmqdY+GPotJw0fLrrrvOjbjStW86duzoVvDUznKdiRpqxVwLneSo/9/x48f7RQAMNARef/11V6s/7rjj3PyrvOaB6aRhHUUZV6td16qV0R+ybZtfgmwKLUB8OqlPZ59rOPTv319effVVadiwodx1111uAUN9avFDRo+TTjpJLr74Yjc8WGeYt2nTxi3e+PHHH7sOcN1aNxxffvmlezp67rnn/CIABgu//VSqVrrAfU7vu+8+WbNmjX9JUHq9hs6mTZv8otjQpVOKFxfp08cvQTYxC5BwrV27Vr799lu3W6DOTtU1tjQ4Mjeu0tEcfsjo04zWZqpUqeJqMzo5SbfR1cmJGlgaNLpUyZVXXhkXm1oBiWz7hiXyabdb5a1Hi0jDe6+Ur7/+2r8kTz///LPbqVQnC8cN3TV13z7/LLKJ+wAJh87hWLZsmQsHndX62muvuZU/ddE27ePQMPFDRpeW1n8DwGb/nu3yzbBnpfdTx8jA58rJ4ml9CzQQpV27dq5VIF5HayK3pAiQcOkEplmzZrkms2it+gskO13qfNFXvWRA0zLS++nfycyRzeXA3oJ3LGtfiTZd33DDDX5R/FiwQESHHZcokXHo3+fP969KGSkVIAAKZt3SKTLi5Uul5xNFZML//iE7NkV2wdGhQ4e6FgKdNxJ3tMWiTBmRLl10ufGMQzv+9VyKtmYQIADy9Osvq+XznnVdcAxre7Gs/fFz/5KI0UVUtdk50qMuC6xePZE2bfyzIq1bi9x/v382JRAgAII6uG+XzBrdSt5tUFz6//tkWTipuxw+fNC/LKK0D+SUUkfL+z1f9oti65RTdJcp/2zGuXLl/LMpgQABUpTWJvwju2UzBsmg5n+U3k8Wk68HN5B9u7bkKI+mQa8/Ln0aHS+7tq31i2JHl3QPVCvSeS7FivlnUwIBAqQoPzCy27jiG1f+yes3y9a0hX5x1O3ZuVH6PXOiTOoTR01DZctSA/EEfwcBSGqhAkRtXfeDf6pQzfu8i/Ssf5RsWDHdL4qNe+8N3gei/SMpKPQ7CEDSyitAYu3woQPyQavz5cNXr9Kxw35x4Vu8OGN5Ex15lX0Ulp4zbGCXDOL7HQQgavz+j3gMlJ/mf+K+ryXT+/tFsTFvnkiNGiLHH59xVK+e0lvdxt87BkChiMfACGTcmzVk4PPl5UCg/coRU4nxDgIQcYkSINvWL3LLpcz8sIVfhBhLjHcQgIhLlABR04c2kXefPlZ2bF7hFyGGEucdBCCiEilA9u/eJgOeLS0T3qnlFyGGEucdBCCl/TDlHRd6aYsm+kWIEQIEQEI4cviQjP5vVflh8v/8IsQIAQIAMCFAAAAmBAiAhORPgkykQQHJglccQEIiMGKP3wCAhESAxB6/AQAJiQCJPX4DABKS3/9BoBQ+XnEACYnAiD1+AwASEgESe/wGACQkAiT2+A0ASEgESOzxGwAAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABg8n8Ag360eYuzDAAAAABJRU5ErkJggg==)
| Product Number | 8H69-3-38 |
| Synonyms | 1-Benzyl-3-methylimidazolium bis[(trifluoromethyl)sulfonyl]imide |
| Purity | 99 % |
| CAS | 433337-24-7 |
| MDL Number | MFCD18251323 |
| Molecular Formula | C13H13F6N3O4S2 |
| Molecular Weight | 453.37 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Density: 1.504
TSCA: Not listed on TSCA inventory