![4-Chloro-2-(trifluoromethyl)-7H,8H,9H,10H-pyrido[1,2-a]quinazolin-11-ium perchlorate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA6qAAAOqgFcqyYYAAACwnpUWHRtb2xTb3VyY2UAAHicjZZpb+IwEIb/ysifF8d2nIOKUFVUlVZqd6VtV9pvKze4NFKOKkk5/v2O49ASQ5MlwPh4n8HHeMziel/ksNV1k1VlQjhlBHSZVuus3CTk99PdLCbXy0WKIhSWTUJe2/btyvN2ux1NX3Wh9lVJ06ogtv9q32QDzc6nVb3xBGPc+/Nw/9gxs6xsWlWmGqkmu2q6xvsqVW03ii9+witUvc1Kz8q9ot5ab38FM29G982afM5lhX03iMJLlmt4qepCtbAVjOKbfYONLnWtWr2G5wM2+1Ti3JeLh9sqfS902WLReMhSlT+29XuKDUWV6/QdnWHh+21CCo6Aaqvipq7VAUzJNCsOSoDyQUlQAagQVAQqBjUHxRl+sJ+jgKOCo4SjhqOIo4qjjKNOoE4YP6gTqBMS9yXXZmBPhzedkJ+wyuFn99zBCj/mu3ty/PpxrPQP1oldgnz1quoNOphxYP/9oBa3SiQElw5fMDScBhLNrLcBlcyPIKQ8QhPRgEUSJI1NX0jn8rNvWIupjNHMqQjQcEajubHoNTTWp5xZG0en9WN/r+9x64zAQZip2oE5wx1OYuYjzwKYCSqDMDZ1IYzlNIyt5cLHhaCCs7BzIn0QOJho7tSGjb3puaMbx92wF8PK+4ir5eK5KtcnRcjWCXnmpAu4X/qlEX3MEajqta7xGBsHRnoKiCFgIvQDEJcA/wyQ44A8A4JxIBgC5qCMzyEcAuZYjQPRGTAfB+IzgLNxYu5sRHfCP5CbS4hxOWC6jDDBuBveZZDxoXFxgZETv+Nsu81QE4yz8zajTTDO5tsMOME4+28z5sQaOCFgM+wE40SBzcgTjBMHNoNPHEknDmzGn2DcOIgGzMV1E+7Z726VCeZCHEwybgbob65Rxo0D9hXjneRB73gXY/HsnvZOLnEP/7os/wEWwIFk4kCW+QAALJdJREFUeF7t3QmcFNW1x3GMEEBDBOIGCvjUGIIsEqKAiqCRKKARowIuiIiKGDVCjEQFBEXAiIBRlC0EIk9kCxBE4CGOgCwBZScKGhYBZRNkZ9jOm3MnPTB3umc5093TXf375lOfcfoWk+6e6fpX1V1OMQEAwKCY/wAAAPlBgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECGBUbDAfH6Q2PgFAGIeOHZIXP3tRqo2tJqWGlZIK71SQptOaStqWtKx9Uj1A6tQZLPffP1GOHz/hN7k2BF9qfwKAMA4fOyxXT7pa2n7cVlbvWi3px9Pl631fy+QNk6XB5AZZ+xEgg6VLl1kyYcK//SYCJEWk9icACKPX0l7SfEZz/+EcCJDBsnPnAbn11ndl9+5DOdoQfKn9CQDCqDGuhszfOt9/OAcCJDMkRo9eKS++ODtsG4IttT8BQBja57Hr8C7/4RwIkMyQ0D6Qe+6ZICtWbMvRFpKefky2bNlr3jZt2i7r12/I2NYXaNuzZ0+254HoSu1PABAGAZI/p4bE8uVb5d57J2R1qPsB0qrVOPeYdatc+V457bTiUqxYsQJtp512mnzxxRfZnguiJ7U/AUAY3MLKHz8kevT4WMaMWRW27dNPt8iUKWvM27hxc2TEiJEZ24h8b/369ZNSpUrJbbfdlu25IHpS+xMAhPHykpfpRM8HPyR27TrkOtS/++5gjrai0qNHD3clMnPmTL8JUZDanwAgDJ0DUm9iPWk3u50bxnvk+BHZtH+TG8Z73T+vy9qPAMkZEuPHr5Zu3dLCthWFgwcPSpUqVaR69epy9OhRvxmFlNqfACCCg0cPSvdPu0vVMVWl5LCScv475zOR0BMuJLQPpHXrf4RtKypjxoxxVyFvvvmm34RCSu1PAICU0KBBA/nJT34i3333nd+EQiBAAATekiVL5Ac/+IE8/vjjfhMKgQABUOR27drl5m2kpaVlbfp9NK8YHnroISlevLisWpU5UgyFR4AAKJATJ0R6954rn3yy0W/KlyNHjsiHH34ozz//vDRs2FDOPvvsHPM3Tt301tO1114rnTt3lg8++MB1jFts27ZNzjrrLGncuLHfBCMCBDA4fuK4PL/oeflqz1d+U+B98MGXrpNc52cUxNKlS+Wxxx5zgRCa5PeLX/xC2rZtK3369HFzNyZNmuSuPvSrfv/KK69Iu3btMv7/6rirB/13P/rRj6RNmzby0Ucf+f8Xeerbt6/7GZMnT/abYECAAAY6tLfciHLSaEojvynQDh48Kk2ajJK77x4fdhn3cP71r39Js2bN3IFbJ/bdeeedMn78ePn+++/9XXO1b98+mTp1qguPMmXKuJ+nATRu3Dh/14jS09Plsssuk0svvdT9NwqHAAGMBqwc4Ibyjl833m8KrLfeWuyuPj777Bu/KYedO3e6qwe90ihfvrx07949an0ahw4dkoEDB8oll1ziguSaa66RTz/91N8trClTprh/o1c3KBwCBDA6evyo/HzMz+V/3v0fN/kw6HRRw6uv/qs880zes7pnzZolFSpUcLedfv/738dsUcNjx47JoEGDXD/K6aefLl27ds3XhMGbbrpJfvzjH8u3337rN6EACBCgEKZvmu6uQnou6ek3BU7nzjNdgGiQ5EbP7PVg/tOf/jTjSuUzvzkmdu/eLffcc4+7sqhfv75s3brV3yWbf//731KiRAl58MEH/SYUAAECFNIt026RHw3/kWw5sMVvCgy9ZaW3rvQWViQnTpxwVxt6EP/tb38re/fmHjSx8M4778gZZ5whF110kaxevdpvzkafq84Nye+tL+REgACFtPb7tfLDoT+U1h+19psCQTvLtdNcO8+1Ez2SUHjoSKvjx4/7zXGzcOFCOe+889xtrdzmfOjcE91H+080/FBwBAgQBU8veFpOG3yaLNi2wG9KelrzXK8+pk5d6zdl0dtWGh4dOnTwm4rEmjVrXIicf/758tVXkYdav/XWW+55v/vuu34T8oEAAaJgT/oeOffv50rdiXXlhATnbHbfvnS58caR0rbtJDeBMBztMNc+jzvuuKNIrzx8K1eudKO/Lr/8cjcEOBzthK9Zs6ZUqlRJDhw44DcjDwQIECVDPx/qOtRHrhnpNyWt116bL1deOURWrTpZrvZUO3bscKOttMO8KPo88jJt2jQXbi1atPCbsuiERL0KeeGFF/wm5IEAAaJEZ6fXnlBbKr5TUfYdCX/Gm0zWrdsu9eoNzTiwpvlNWXSehw7VjddoKwudf6IBMXbsWL8pi3b6a+f7xo225VlSFQECRNGcb+e4vpDnPnnOb0o6d9zRTn72s3tl+/bwYagzzHUUk3aeJzJde6tWrVquTyTS7Pd169a5WfItW7b0m5ALAgSIspbDWkqpBqVk3fp1flPS0EUL9ay9V69eflOWpk2buj6GWE0SjKYFCxa4GfE60TCSZ5991u0zZ84cvwkRECBAlG3ctFFKly7tboskIz1jr1q1qlx88cVy+PBhv9nRhRH1YJtM/Qa/+c1v3OzzSMupaEd7xYoV3fpaiTQYIJERIEAMdOvWzZ3BW1aMLWr9+vVzz/0f//iH35RF53roLR9d7ypZ6IRBfV2vvfaa35Rl5MiRbp+hQ4f6TQiDAAFiQIeE6tBQHSKqQ0WTxfbt26Vs2bJyww03+E1Z9ApFl2TXYbvJ5pe//KX8/Oc/9x/OohMK69at6/pLkuHWXFEjQIAY0clpejb79ttv+00Jq3379m5U1YoVK/ymLFoMSl/XhAkT/KaE9+abb7rnvnz5cr8pS6i/5Omnn/ab4CFAgBjRs1ldJkOXy9DF/hLdsmXL3JyJvGaTayVB3S8ZXpNPy+RqgLz66qt+Uzb33Xef/PCHP5S1ayPPvkfQAkSH6HXsKFK5skiJEplfO3US4VIURWTx4sVJMdRVNWrUSMqVK5dnv8Z1113nOpqTlU56bNKkif9wNps3b3aVD2+55Ra/CacIToDoMgS1aom0bSuiZw1abUy/6nLNtWtrKTX/XwBxoSVbdelwXUI8UWlVPz0zf/311/2mHM455xz3mpJVq1at5MILL/QfzqFnz57uPZk+fbrfhP8KToD06CHSrJn/aCZ9/KWX/EeBuNCiRVqC9eabb/abEoJW99Plz6tVq5ZnMSYdAqsH1d69e/tNSePFF190fRx5dZIX5H1JVcEJkOrVRebO9R/NpBODatTwHwXiJrRa7fvvv+83FbnQmfaMGTP8phz0Kkr31bobyWrEiBHuNXzxxRd+Uw5auz2/V2apKDgBUqqUnh75j2bSx0uX9h8F4iY9Pd3V79blxWfOnClpaWkJsY0aNcrN57j11lv9pxyWLl+iB9RJkyb5TUlD57foa1i0aJHfFJb2DWl/iN7m89+/otp0fpH+7ooaAQLEiQ6R1QNXIm75vTLSg5fun5+rlUSlz11fw8cff+w3hRWaXJiI23vvvec/3bgKToBwCwsJLDSxUJcH0foZ/hllUW16i0b7Z3KbOHiqVLsCCU0s1NFpU6ZMyfH+FdWmV7GVK1eWyy67zF3dFpXgBAid6Ehgiby0SX6WLglJtT6QRF7aZPLkye655TWnJZaCEyD794vUrJk5bPfLL3W9hcyv7doxjBdFSmtMaK2JRF1cMT+LJ4ak0iisZFhcsXHjxnLWWWfJtm3hC37FWnACROnM2KeeEtEx3sWLi1SqlDmxMI8/FCCWtMaEdlRrzYlEFVq+PT/BkCrzQJ577rmEX9591apVbumZhx56yG+Ki2AFCJBg9OCjByE9GCU6re+h/SHffPON35RNKsxET6YCU0888YRb7WDJkiV+U8wRIECM6G0PPdDqbRC9HZLotE9AZ8y3adPGb8omFdbC0tuNWtMlGUrc6m1FXR25QYMGflPMESBAjGjHqx6stCM2Gnbt2uUOgKeOxtHvIxVIsujYsaM7m9XRVpEEfTVeHeig++jAh2QRel3xHtZLgAAxoB205557rhsCqkNBC0o7tvVArWf7DRs2dCv66gEi0qZnoNdee6107tzZ9WccNA4a0Zrh2sdRv379iM87yPVAtHaL1nDRIdc69DpZ6POuXr26VKlSxfy7tyBAgBjQWhLa96G1JQpCS8VqtT89QGsw6M/Q22Daad2nTx83BFXnYOjVh37V73WZlHbt2kmdOnVch6r+O505rbeiLMOGBw8e7H5GbjOdg1qRUGu36D5ayyXZhK4Me+iUhjgJToBo1beMsyaZOtVvEZk1S089MlfoBWJMa0hoLYnWrVv7TRHpLaNmzZq5A4AemO+88043yU+vCApC+1qmZnwGNDy0Q1x/ngaQLsORX9p3c8UVV7iRSvt1eHwYQayJrrcI9UpPa7hEuvpKdM2bN3dDxr/++mu/KSaCEyDaSZnxYZGXX/ZbRAYMyGwrorHSSC1aQ0KvALSmRF70DF6vHvRgXL58eenevXvEA1xB6WqyAwcOdGtwaZDogVHPwvNDl/nQf9OlSxe/KYuO2tLnnNd8ikQQqjLYtWtXvymL1mzR/h+t4ZKsvvrqKylZsqTcfffdflNMECBAFGntCD3w6gq3edElTSpUqOBuO+nBK1YHYr0/PmjQIHd2raOn9CCan+XJ9SrozDPLysaN4Yf16lVTMhTL0j6bWrVquTrnka7odIa9jkBL5vktIdoPpmH5ySef+E1RR4AAUaIHZe2g1RoSevafG+230IO5zkn47LPP/OaY0GG399xzjws47STfunWrv0s2Gzduznh+98sf/jDRb8qiV08agPF6DRZ6VaeveezYsX5Tlptuusnd3tLaLclu7969btVnHTAQ6xn0BAgQJVozQg9U2ncRid5b1zN23U/nGuiHPd50HSu9T65Bt3r1ar85m7feWix16gzOCIjwVyE7duxwV1EahEXxWvIybdo0F9QtWrTwm7LoSsT6+9BQD4q//e1v7jUNHz7cb4oqAgSIAj2Q6oqtWjsiN6Hw0FFMsT47zM3ChQvdLR29raXLYURy8OBRadJklNx99/iM5xu+Y1lvxelBWof1FuVr8q1cudL10Vx++eURJ3LqSra6ou2ll15apKvaRpueqFx55ZXuSiSWwU6AAFHQoUMHdxBdtmyZ35QlVJVQ900Ea9ascSGiBxntfI1k6tS17ipkwoTINd2T9bX17dvXPe9kXp4+knnz5rm+kGeeecZvihoCBCikFStWuPDQglGRJPNZuo5obdt2ktx448iMfSKfpSfb1ZWuYKsr2d54441+U2Bon5eOyvpSVyaPAQIEKCQtxlS2bFl3GyucIPQTrFq1Ta68coi89tp8vylLsvXv6Aq2OgAgt5BJdps2bZIzzzxTbrvtNr8pKgITIPvT90nl3sXkjfk5A+Sviwe4tp0HCBBEV6i6Xf/+/f2mLEEZqfTCC2lSr95Q2bAh90UUk2GEma5cq0OQH3/8cb8pcLT+ib4vWsUw2gITIPuO7JNig4vJy0tyBsiAlQNc27aDBAiiR4svaREmLcakcw3CCdJciR07DkiDBsPlySen+U05JPocF12SXpeLidakzUSma2PpGll6mzI/701BECCAUa9evdyZnS5eGEnQZmsPH77UdajPm5f3UhmJOst+zJgx7t+88cYbflNgxeo1EyCAgRZd0uVKNCAiCeJ6UenpxzL2GS133DEm42w2fx3libTOV+hsXFeujfbZeKLTqy4N8ki/WwsCBDDQg5gumKhFmCIJ6oq1H320Ps9hveEkwkrDulJtrPoDEl0s+n0IEKCAQv0anTp18puyBLlmhho8+FNZvHiL/3C+FFWtk1iPSEoGDz/8cFRHnhEgQAHoUNV69eq5YlG53YIJetW+gpo/f5P/UDbxqLYYmhOR28TCoIv23BcCBCgAnWegB1ctupSbVKgbXhCPPDLFfyiuQrOy9Som1UVz9n1gAuRExv+az2guaVvS/CZZsG2BNJvWTI4eT61OM0SXFle64IILXLGlvGZaa4el3t9PVjqHo0mTJv7D2Wg/yP33Twy7Rpa26eNbtux12wMPTMz67yNHcn/vok2vGvW2XKzXhUoWegtR1//SEWyFXf8rMAECxJoWV9IzNy22lBetK57MtSVatWrlKhLmRkOiS5dZYTvTte3w4aPSvXua237963ey/ltDJJ50RVr9vcV6ZdpkElqBWAcvFAYBAuSD3tYpXbq03HXXXX5TDnrfXj+cvXv39puShs5e1ls+uc1f0ZDYufOA3Hrru7J7d/b6J9p2qqK6hRXP2hjJ5uabb3bDoQtTA4UAAfJB5y5ogGzYsMFvykGr22mAaH9JstIhtPoachumHAqJ0aNXZgTO7LBtIc8++2G27+MlVJ1P+0CQ3eeff17oKowpFyDamQ4UxHvvvecOprnVBz+VDvONVidlUQmt8bVo0SK/KUsoJLSv4557JsiKFScHqfgBMmvWOjf017L17fu/bhZ7QbdHHnnEDbfW0VcIT5eZ0YDVCZoWhTua6jDGjh1FKleWjCjL/Kpj43O57I2lQ8cOyYufvSjVxlaTUsNKSYV3KkjTaU2zdazHPUAS7D1CwelcDj2Y5nfimg5B1f1nzJjhNyUNfe559fecGhLLl2+Ve++dkNWh7gdImzYT3WOWrUKFpu65WLcBuho3wtKTHH2PdLKmhf1oeuCASK1aWihAZO1aXeMg8+uDD4rUrq1rBpzcV8dd//rXIlqtLY/tpVcbSaMpeW/9V2Rf/fTwscNy9aSrpe3HbWX1rtWSfjxdvt73tUzeMFkaTG6Qtd+pAfL26rdz/NxIW5f+OZ9rjk3HVp+6hHRB3iMkLO0H0HkfdevWdSN68pJqVyAhPXp8LGPGZE5Q89uKgi60WLNmTalUqVLGR/GA35zy9P3RJV0qZ5zUWidnnjyaFlSPHiLNmvmPZtLHX3rp5Pdff62ryuU84IbZ8hsgQz4fcvLnZ+i1tJcbxpuXUwNk5JqROX5upC1fAXLzzZlhGVKQ9wgJbejQoe6AOnLkSL8ph1TrAwnZteuQ61D/7ruDOdqKil416uvo1q2b35TyQhNG9Rat1cmjaUFlJJfMnes/mmnOHJEaNfxHY6rGuBoyf2vkYjchcb2FlWDvEex0BI/O66hYsWLEyn0hqTQKyzd+/OqMg3Va2LaiosWtdADExo0b/aaUpX+jukRMgwYn785Y2I+mpUrps/AfzaSPZ/zC4kn7PHYd3uU/nENcAyTB3iMUzpyM0NeD6nPPPec35ZAq80B82gfSuvU/wrYVlXXr1rlFLVu2bOk3pawnnnjCDTAobMEv+9E0wQ6OBAjiQQ9CejDSg1JuUmEmejLR0Nfw15OAVKcLKeqCilrSt7DsR9MEuz3DLSzEg94G0dshelskN6yFlVj0tqPeftRQT/UJhY0bN3Y1X3RhxcKyH00L2kG8ebP+Zea5bd+5XtbvzXs7eDT7qAFdRLGgneg67Nf/uZG2bRnPy3+uOTYdLHCqgr5HSAraIasH2NyG9QZ9Nd69e9NdcalkogMg9HXpgIhUNXny5KieHNgDZP9+kZo1M4ekfvmlrtCV+VXHE/tDVPUsPONJ52e7+6Fi7iCf19ZiZouTP18yw6DexHrSbnY7N4z3yPEjsmn/JjeM97p/Xpe136kB8kDaAzl+bqSteYeczzXsdurY/4K8R0gaOiRUh4bqEFEdChlOkOuB6GirG24Y6crbJhMdgq1DsXVIdm6DA4JKF0689NJL3UKKhV1EMeTk0dRCL8+fekpEO9uKF5eMT1XmpDn/l6OlI8eP17GBeW6z542QEWvy3tbtXZf9/yODXpV0/7S7VB1TVUoOKynnv3N+rhMJdZ6I/3MjbR8tyPlcc2xjxmTO9ThVft8jJJV3331X9Ezu7bff9puyBLUi4csvz5GrrhqacS4UoX8vgYXqvj/99NN+U+D9+c9/dr/bKVOm+E1mJ4+mAPJNz2avueYaV01PiyGFE8Sa6GvW7JQrrxwiffpE6NtLAq1bt3bliNfqpN4UsXXrVvd7vemmm/ymQiFAAKPFixe7oZC6nlAkTZs2lfLlyyfFLZPQ2XnXrl39piy6qu7114+Q77/PvvpuMtm8ebOrq37LLbf4TYH14IMPuoUTdZJrNBEgQCHoXI/cPpih+um5hUwi0D6bWrVqyXnnnRexVO+HH/7Hze/Q1XeTXc+ePd3tnOnTp/tNgaO3JfVv8Mknn/SbCo0AAQpBaynkdWtAF6rTcfeFnbQVS7p6rR5Qx44d6zc5OuJKlym5666xcuxY8g+DPXTokFx00UVusMBR7aMNsLxutRYGAQIU0iuvvOIOvlrlLZwdO3ZIhQoV3OS8RCypOm3aNDdnpUWL7CMbT/XXvy5xVx8LFmzym5LW+PHj3e/t9ddf95sCIzTY46233vKboiKwAaKr8rb8kKULEHv5GR45a9Ysd5DWYb2JNJFt5cqVro/m8ssvj7jG17Zt+6VBg+HSsWPwbvc0atRIypUr50I+aELDzWvUqBFxuHlhBTZAbphyg5sXAsRDqK5C3759/aYsoSuVDh06+E1FYs2aNa7PQ0u+fnXqKtKerl0/knr1hsrGjeH7RpLZsmXLXLAnyu8kmnT0n/696clLrBAgQJTceOONctZZZ+W6RIR2puuHWueIFOWVyMKFC1146L1xXRspEq0y+MtfDpYBAxb4TYHRvn17FyIrVqzwm5KWLrlzxhlnyO233+43RRUBAkRJfhap0/kjoRDR9bSKok9E65TowUU7kVefWgDNk/FU5f77J0rjxn+X/fvD35oLAr19VbZsWbnhhhv8pqSV30U/C4sAAaLo8ccfd0MmlyxZ4jdlo7ez9KxXO9bjNTpLF3bU+uAaXvXr13eTy3Lz/vtrXMf5pEmf+02B079/f/e+aCXGZDd37lw3n+fZZ5/1m6KOAAGiKFSoR5dzz4vem9bRWXrVolclsZpsqB2ogwYNcrerNLR0omBeQ1f37z+YETKdMwJnXFad8yDTeTBVq1aViy++WA4fPuw3J42CFD6LBgIEiLI33njDnc2O0bXR8qDrZOk8ET1j1NFQOh8j0jIiBaVzHQYOHCiXXHKJez46H0AnleWHnr2WLn2+LFyY/JMG8+uDDz5w71OvXr38pqQxbNgw9xq0JHE8ECBAlOnZffXq1aVKlSpyMJ8rLuuM9WbNmrkPv967vvPOO908hUizwiPRs86pU6dKmzZtpEyZMu7n6RnpuHHj/F0jSuUKfrr0jC5z8s033/hNCU+vYHVgxFVXXeX62uKBAAFiYObMme7g3UNrwhSALsCoI7T0Npj+e70y0QDQJVP69Onjzix1yHBaWpr7qt9rf4pexdSpU8fdDtN/pwdBDZHcapZEop372smeijXEv/jiC7fQor53yUZXGNa/F13TLF4CGyCiIyrqESAoOrfddpuceeaZsmlTwWdv6z15LUqllQ0bNmzo+i80GCJtGjjXXnutdO7c2d2Kye+Vj08DR39eMq0gHG2dOnVyAyH0qjBZ6MrCGnz33Xef3xRTBAgQIzo5r2TJkm7kUzToWkbr1693Vx+hTb+PVp+JdrbrrGWdvayzmFOV3jbUolP1Mo4f8boVVFi33nqru+rUlYbjiQABYkivCPS2wrx58/ymhKPrJenVh66flOoGDx7s3gudM5PoZsyY4Z6rrjAcbwQIEEM6UVCXCtEysYl8NqtXN3qbTEdqIXM47BVXXCEXXHCB7NfS1AlKB2xUq1bNTQrVUXfxRoAAMTZ8+HB3hqhfE5XWitD7/vkd5psKZs+e7X5v2g+VqHQlYX2OBRllF00ECBBjeuWhVyB6JVIUS5fkRYthaVEsrVqH7O666y4pXbq062tKNDqHSFcS1kEWRYUAAeJA+0C0L0T7RBKNFsPSolh5LW2SijZs2OACROflJBod7q0rC+iKwkWFAAHipHnz5i5EdL6G1qFIhK1mzZruFojOJUF4Xbp0ce+Rzsfx37+i2nSyoP4tPfzww/7TjavgBsioUVpGzX8UKDKtWrVyByK9laWdnomw6XPRYbuRCmEhc4a3vk+6bpn//hXVpp37uvRNUU/2DG6AAAlEa03o7QatPQEEBQECxMH111/vak4EsXQqUhcBAsTYhAkT3K0rrTkBBEmwAkRXLu3YUaRyZZESJTK/duqkNzH9PYG40NoSWmNCa03o+lZAkAQnQHTtnlq1RNq21ZXFRLRTUL/q2PbatUVCi8v17SvSqFH2rXv37D8LiBKtLaFXH7rAIRA0wQkQXTa7WTP/0Uz6+Esv+Y8CMaU1JXSBO60xAQRRcAKkenUtBuw/mmnOHJEaNfxHgZi6//773RLbWmMCCKLgBEipUlqQ2n80kz5eurT/KBLc4EeKhd2SgdaS0LWltLYEEFTJ8WnMDwIkcJIlLHy69pXWktCaEgUtSQskk+T8hIbDLazASdYA0RoS2nE+ZMgQvwkIlOT8hIZDJ3rgJGOAaO0IXWZCa0loTQkgyJLvExqJFn2pWTNz2O6XX2pR6cyv7dplH8aLpOH3fSRDH4jWjtCrD60lAQRdYn8aC2r3bpGnnhK58EKR4sVFKlXKnFjIRMKklOhh4dOaEaVKlXI1JIBUkFyfUKSUZAsQrRmhtSO0hgSQCpLrE4qUkkwBkpaW5m5dde3a1W8CAit5PqFIOXkFyNHD+2XuqEdl48qpflNcaWd5rVq15MILL3Sd6ECqyP0TChShvAIk/dAeea/rZW6/D16/WXZvLZoZ34MGDXJXH6O0iBmQQnL/hAIJ7vjRdFk6rbcMf7KMDO1QQuaPeUrSD+z2d4uZ3bt3yznnnCP169d3EwiBVEKAIBAO7PlW0kY8IEPa/0BGdjpb/j1nsJw4fszfLeo6duzolixZtGiR3wQEHgGCQNm+fpFMeuVqd1tr/Iu1ZMuaNH+XqPn888+lRIkS8sADD/hNQEogQBBIXy4cJaM6X+iCZOagO2XvzvX+LoXWpEkTKVOmjFu2HUhFBAgC62j6AVk8uav89XelZdjvSsniSV3cyK1omDp1qus47927t98EpAwCBIG3b+cGmTmkhbsaGfXMBfLpR3/3dykQLU37s5/9zJWq1ZK1QKoiQJAyvlk7W8Z0ry1NrijmlltfuHChv0u+9OvXz119TJw40W8CUgoBgpRy4sRxGf3OUDf09rTTTnNVA7ds2eLvFtH27dulbNmy8qtf/cpvAlIOAYKUpIWe/vCHP7iSs1q3/OWXX87X7ahHHnlEihcvLitWrPCbgJRDgCClrVmzRpo1a+ZuSWmfxoQJE/xdsixdulROP/10eeyxx/wmICURIECGadOmSdWqVV2QXH/99WGvMBo2bCjly5eXnTt3+k1ASiJAgP/S0VX9+/eXcuXKuSuNRx99NCssxo0b58LlL3/5i/evgNRFgACeHTt2SPv27V2IaJi8+uqrUqVKFalWrZocPXrU3x1IWQQIEMHy5culUaNG7spDN+1oB3ASAQLkYvPmzW69Kx15pSGiHe5r1671dwNSEgEC5OK+++5zQ31Xr14tPXv2dEN+9XsdAqxDgYFURoAAEcyfP99NNvzjH/+Y9ZhOOtTJh/r4ueeeK0OHDnUVCYFURIAAYWhxqKuuukrOO+882bNnj9/slkGpW7euu61Vu3ZtmTNnjr8LEHgECBDGiBEjXDgMGzbMb8qiITNy5EipWLGi27dly5ayYcMGfzcgsAgQwLNv3z6pUKGC1KlTJ1+3p3T/559/XkqWLCmlS5eWbt26yYEDB/zdgMAhQADPn/70J9fHMXfuXL8pV+vWrZM77rjDXY1UqlRJRo0a5e8CBAoBApziP//5j7uSaNWqld+Ub2lpaVKzZk35celi8sKjV8v2DYv9XYBAIECAU9x+++1yxhlnyMaNG/2mAjl27JhMHD1I+j18tgxp/wP5eERbObDnW383IKkRIMB/zZo1y91+euGFF/wms/QDu2X+mKdkaIcSMvzJMrJ0eh85fjTd3w1ISgQIIJlXDDVq1JDKlSvHpAN897efy9TXb3JldUc/f4msXzbJ3wVIOgQIkGHBBwOlae1iMnnCaL8pqjaueF/e63qZC5L3+/1Kdm1Z5e8CJA0CBCnv8IFdMrLT2TL5z9f6TTFx/NgRWf5/feVvvz9Lhj5aXD5593dyeP93/m5AwiNAkPLmvfek6+jeseFTvymmDu3dLrP//pAMefR0GdGxvKz66A05fvzkcvF6lRJuAxIFf41Iabu+We06uD8e+aDfFDc7vl4i/3z1OhcOy6a/kvU4YYFEx18oUtrUAb+Wvz35Yzm4Z6vfFHebVk2XA7u3ZH1PgCDR8ReKlLVh+T8zz/pn/NlvSggECBIdf6FISToX470uP5XRXS5N2HkZft8HfSBINPw1IiUtn/GqOxjrVUiiIiyQ6PgLRco5uHeb6/fQ/o9ERoAg0fEXipQze2Q7N/9CR2AlMgIEiY6/UKSUHRs/c3M+5o1+wm9KOAQIEh1/oUgpk19tICM7/iQpZn4TIEh0/IUiZWxaPcMdlFenDfSbABgQIEgZOklv+czX5MTxY34TAAMCBABgQoAgcPyJd0zAA2KDTxUCh7AA4oNPGgKHAAHig08aAocAAeKDTxoCx+/7oA8EiA0+VQgcwgKIDz5pCBwCBIgPPmkIHAIEiA8+aQgcAgSIDz5pCBwCBIgPPmkAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCY/D/jwOkIEQjjAAAAAABJRU5ErkJggg==)
| Product Number | 4H32-7-05 |
| CAS | 1330529-76-4 |
| MDL Number | MFCD00099323 |
| Molecular Formula | C13H11Cl2F3N2O4 |
| Molecular Weight | 387.14 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory