![7-Bromo-2,3-dimethylpyrido[2,3-b]pyrazine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABgNAAAYDQGlUVtWAAACBnpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfFxtjAjQKqbJUkya1+7B20r5NDjgpEtiVIW//fmcgaUg24EW27+4523dnzx+PZQF7Zavc6IRw6hFQOjVZrrcJ+fX2bRKTx8U8RSM01FVC3uv6Y8bY4XCg6bsq5dFompqStPrZscp7NgdBjd0y3/M4+/3y/Nowk1xXtdSpQqrKZ1UjfDaprJtV/GcKVkq7zzVrzVlp9623P77nPo8eq4x87mWFuiWisMkLBRtjS1nD3vcoft4X2CqtrKxVBusTigUNcO+L+cuTSXel0jV2nYc8lcVrbXcpCkpTqHSHzrDz/SkhJUdA1qZcWitP4HpOLDlIH6QAGYCcggxBRiBjkA8guYc/6jkacIGxLpSb7O30oXDFsIIfsGrer7YbNAKMk58QXDc+wKkQIgKfhmEUAC7bQ69TFAYRhCiMA4hR6PPzqNN1lh3XeWl9Ejih/0k3AbZRhO3w8GLtU8FdK6gXj48xZOwSs8V8bXR21YU8S8iakyaYP9Wm8rt4EjA2UxZL1DlwpteA3wdc9C/A8l+A6AMuV8NA0AdcZoeBaR9wdTAMhH3AVc3wpqM7IB6eIe4DriKHgYc+0NTvMOH0N3EaRW6z3RyREeYm4e2RGmHEXZGMIjdZP5/a+6ywqzpm53sCu3d3CLu6YBheq4u/O+uduhu1WL8AADgESURBVHhe7d0JvB3z/f/xokVb/dlaVP2offmVWhJLiLWIvagIPxF+jQgJQhJ/VEWtte9iTUREGqRIgiSakBJKLFkEQURCQiJkQYTg+7/v0e/pnO89594znzNz79x7X8/HYx7kzvecOWfO98z7zMx3+YEDAMDgB+EfAACoBAECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMMgmQH/zgB9FSiSRlAQD5kcmRO0koJClbl9dee8316tXLbb/99u7nP/+5+9GPfuR+8YtfuL333ttdd911bvHixeFDkLEddrg9Wlq1ut1NmzY/XF3ElwVasi477FByOb1tW3fZ8ce70QMHumVffx0+rNFUf+QuIUkoJClbyldffeW6du3qll9++cJzlVpWX311d//994cPR4Z8KGjp0eOJcHURAgQoHyDx5fJOndzSJUvChzYK+5G7DklCIUnZ0LJly9w+++wTPf6nP/1pdAYyfvx498knn7iva1L6o48+ciNHjnTdunWL1lu3AxsfCm3b9ov+O2nSR2GRAgIE+E+AxH377bdu/pw57qkhQ9wZe+wRrX/klluKyjSWTI6oSUIhSdnQ2WefHT12k002cW+//Xa4usjHH3/sjj766PDPyJAPhVtvnRD99+STh4dFCggQoHSAxD0/YkS0/s+HHx6uahS2I3c9koRCkrJxs2fPdiuuuKJbaaWVovsfyB8fCp999pXba697ov9/4YUPwmIRAgSoP0AWf/pptP7UnXcOVzWK5EfuCiQJhSRl4y655JLocSeeeGK4CjkRD4V77nk1+v/jj384KPU9AgSoP0A+W7AgWn/m3nuHqyLxx785YYK745xz3P874IAocLq2bh2Url7yI3cFkoRCkrJx/t7H8OHlL4ugccVD4csvl7n99x8Y/XvcuPeCkgQIIPUFyPOPPRatv+qkk8JVEf/4R269tfD/fjm5VauweNWSH7kr4EMhyZLUr371q+hxH3xQ+pIIGl8YCkOGvBb9++ijH3TffRcr6GqXReOZOXOmGzVqVPhnNIBSAaKb6J9+9JEb99BDrsdee0XrXx4zpqiMFw+Ma085xU17+WW39IsvwmKpSX7krkAYDpUsSa288srR47788stwFXIiDIVly751hxxyf/S3kSOLGz2EZdHw1HLxqquuKjSJ32WXXeptnIJ0hWcN4XLOQQdFN9LLKYRH167uu5rgyVryI3cFkoRCkrJxBEj+lQqF4cOnRX87/PC/uW+++U8FL1UWDWdEzUFps802q/XDTg1Vevfu7RYtWhQ+BBkIAyNcTm7d2l3frZv76L3al4HFl5v20kvhqkwkP3JXIEkoJCkbxyWs/CsVCt9++5076qgHor8//PAbhb+XKovsvfHGG27//fcvCo1NN900+lu8c+7aa6/t7r777uhyCrLjAyD09dKlbs706W74HXe4U2vODHUpa+6sWWGxwuOzvGwVl/zIXYEkoVCq7JQpU9y5557rWrVq5dZYYw33s5/9zG2xxRauc+fObtKkSVEZbqLnX7lQGDPm3ejvBx44yH311TfR38qVRTYWLFjgzjjjjGjIH/8d1GgN119/fdRBV16q+RW72267FYXLDjUHp2eeeSZ4NqSlXIDEPfvoo1GZu/70p3BVRY9PU2VH+YRKhUI5pcrGK2y4rLDCCm7w4ME0420C6gqF444bGq27//4p0b/rKov0fPPNN65v377ReHHx75SGA5o/v/R4ZRoCaP311y/6Hh5zzDHRzXakq5IA+PLzz6My/+/AA8NVFT0+TZUd5RMqFQrllCrbunVrd/PNN7uJEye6z2t2lq6/TpgwwbVv3z4qu8EGG0SXrvTriY6E+VVXKDz33PvRun33vdctWbKszrJIx9ixY90222xTFAR77bVX4ay+LkuWLHF9+vRxP/nJTwqP1f9feOGF0Tqko5IA8AHSbZddwlUVPT5NlR3lEyoVCuUkKavhSFR2tdVWi/7ds2fP6N8ayuSdd94JShfTr6sOHTqEf46u6frxs2Azd+7nbuHC2o0Z6guFk04aFq2/++5Xypb94INF7vbbX6p3NF+U9+6777ojjjiiKDg23HBD99BDD4VF66WzDp19xJ9LZycMVJqOSgLg2Uceicr0OeqocFVFj09TZUfuhJKEQiVldRaiX0nHHXdcVFaDI4qaHe65557R31ZZZZWotchzzz0XXd/Vurlz50bt2bt37152MMWrr766EEoa9l2PQ2Xef39RTYiPig78alUVKhcK3sSJH0br99yzf9myvXp9//ytW9/hLr54nPv009pBhdI+++wz96c//Sk6S/ffM31PdPl36dKlYfFEdB9E90PiQaL7JbpvArtyAbDsq6/cnJofAiPuvDO6ia4yo+69NyxW9vFZqX1ETUEloeDVVTZeObVstNFG7oorrijc5BN9EU466aR6h3Nfc801o3snoTtrPpB4Od2sf+KJuoceb+m++OJrd9NNL7hddrmrcOA/+OBBYbGyoRB3+ulPFMqVKqtmvzvvfGdh/R579HcDB06K+pSgtO+++84NGDDArbvuuoV6vdxyy7njjz8+GkMuLTp7V8sstdDy29H38P/+7/+ikbBR3jc1x7BS/TR8ANS33Hnuue7bb75vgFLq8Q2l9JE7J8IQ0K+nHj16RHOAhNRy66yzznLbbbddFBbxCaXUskS/xsp57LHHarWBP/DAA920adPCoi2aeo8PGzbN7bff90OS+DODCy98ys2fX7vZYLlQiNOlKU04VVfZmTMX1goanfE88ww3cUPPP/+822mnnYrq8s477+z+9a9/hUVTo3uUOvtXnxG/zf/6r/9yV155Zcnvaku28OOPXf8+faJhRW7t2TNcXSso/KKxrHTTvG/Nfp40blz4sAICpATdn9ClKIWDKqeCIm26dHXNNde4VVddtfAlUAhpWwsXLgyLtziay6Njx78XHcRPPPERN3XqvLBoZsaPn+WOPHJI0Wvo3v0xN2PGgrBoi6Mzi44dO0ZnGr7+qq/UvSUuc2RFvdYPOeSQovBSn5Jhw4aFRVsczSL4eL9+0cyC/iB/UYl7sk1NkwgQb8aMGVGlXGeddcJVqZk3b150SUxNG/2XQGcyd9xxR4vsRKUb5OefP6booH3AAfe5xx9vnCEudOlq0KDJheHhtey005014f+cW7y45f3a1SVc3dPQ2bmvrxqlQfc+6jrrztLo0aPdlltuWRQk++67r3v99dfDoi3CK2PHuvMOPbTojKJvr17RJFFNXZMKEF1SUmXUDfGsvfrqq2733Xcv+hJsu+22blwdp4/NiTr43Xnny2633e4uHKjbtLnb9e07IRpZt7EtWPClu/TSf0aX0Pzr22efAW7o0Nej3u4twYMPPhi1porX0SOPPDJqddXYdJ/yxhtvjDoC+9f2wx/+0J122mnu008/DYs3S7PfeScakyoeHBe2b+/eePHFsGiTlcsAadOmjXvggQfc9OnTo2uoOitQj/Pf/OY3UUXUMAsNZciQIe7Xv/510ZdU/VHeKzMWTXMwevT06KZ4/KzjnHOedHPmNM4v2rq89dYnrkuX4UWvtUOHB91LL6V3szhv1D/Ktz70i/p3PPXUU2HRRqfm86eeemoUHv616h7lLbfcEnVqbI4+X7jQDbr8ctd1xx0LwaH5O56uCfzmdhUjlwES/2KEiyrf1KlTw4dkSgM2XnTRRYWmwFp0meDPf/5z1MS4uXjzzY8LfTP8cuyxQ93LL+f/VFvDo/iRfv3Su/doN3v24rBok6V+UCeffHLR5VX1KL/ttttyfzBWIxc1aIl/l/WDcEyZYcmbIrWKGjN4cGHIdS0KkcFXXum+aKaDUeYyQNSWvEuXLlGTWh2odeDeeuutXa9evWp+BTfewez9998v9EXxy3rrrecGDhwYFm1S1LdCfSzil4N+97sB0WCHTelykC67qVNi27b9Cu9DTY1vueXFqOlxU6UGHuqjpL5Kvt6pgYdaJKrPU1Py97//3W288cZF36Hf//739XYEzrupzz/v+vzhD0WXq66rOfNS343mLJcBknfqrKjhVuJfAs2d8GITu7apG9LqU6G+Ff6Aqz4X1133fDSPeVM1b94X7oILnipqHtyu3UA3YsS0WhNZ5Z36JOmHVLyutWvXLhpFt6nSZenLLrssGiTVvyd1djznnHPc4sVN64xx7syZ7uYzzywKjvMPP7zOprbNCQFipM5a/fv3d7/85S8LXwI1oTzhhBMa9SypUmPHTon6UsQv+aivhfpcNBdTpsx1nTo9XPQe9W/9Pe/UYER9keLBob5K6rPUXOh7ou9LvOmxvk/6Xun7lWcaj+qhG26I+mf44Dh9993dqAEDoia7LQUBUiX9YtIvp/hwEfplpV9YeexEpV+uhx7a0a277qFuq63+HB1U1bdCfSyaIx2HdOahMxAfIjoz0RnK3Ln5C0v1OVLfo/gw6+qbpD5KzXWYHZ256ww+HpY6w9eZft7oJviYoUNdz333LQSHJnkacNFFbnELHE+PAEmJWozpWm78S6Brvbrmmwe6Vq5r5jowLbfc8m711bd3227b3Q0a9GqLGBZE90B0L8QPv/I//3NhzS/6Y90VV9xc9bhQadCBSX2N1OfI1x/dLFefJLVCbAl0L1H3FOPfId1z1L3HPND4XwfVnGXsveGG7qR/h8eVf/yjm9mELydWiwBJmVqV+ObGflHrE7VCaQxqnaNWOuH8D92793affJLdL3CNhaThw9Vc87zzzosuVWjR9Xs1QdV//d+0XuX+8Y9/uA8//DB8qlSpVVbv3iPdRhud5NZYY0e3/PIrmUemTYv6FqmPUbzOqA+S+iJlSfta+zzJZ6TPNMtxrtSqUa0b/ZTVWtSIRq0gG2v6ao1ArJG8o9dS8wNsm7XXdifttZd7cdSosGiLQ4BkQAdtfdnU5Nh/CdQOXu3hy03akwX1Cwjnf9CBoZL5H5KaPHmyu/baa91BBx1UNByMZdE4Sjp4aSwltcjL4nr4+PGTXevWvyvablb7phz1JfJz3PhFfY7U9yht2ofal9qn2rfax+F+T7LoM9Znrc9cn33aGnLflPPFF19Ec6D8+Mc/LrwGzYFyzWWXuaWNFGZ5Q4BkSD1u1fM23olKPXPVQzc+onDa1BNZPZLjX74sfmXrYHvmmWcWNSQotej968uvZccdd4wO1Pqv/1v8en+pRUGsGfPSviZe7uxMfS3U5yIrDfkrW/tM+y7+Y6bUos+grs8oXodLLaoDqgtpB3BjnZ1pfpP//u//Ltqu5kGZVWIe8paMAGkAGgNIYwHFK6PGCtKYQWnKcv4HTw0DdNDdfvvtax1EtGi2SA3nfcMNN0RNUCud9lTXuUeOHBmFq677h30F/KLB+S6//PJUB7iM3x/y29H84FnMD9MQ1/m1b7SPtK/C/adF+1b7WPta+7zSbeuz1Geqz1afsT7r8Lm1qG6ojqTViKQh7w/pLG3XXXctej+a9+TZZ58Ni8IRIA1Ko5KGX2qNXqpRTKvREPM/KIA0zXB48NN2dI9HB4xq30dIlzH69evnDj744FpnKbqEorBM85KgWqhpmJz4dtKaH6YhWhppX2ifhJcQte+0D7Uv0x6CR5+5PnvVgXhzXC2qK6ozaf14ybKFmu7rKBTj8wppnhPNd9Lchh9JEwHSwPSrTNeh49egNY+C5lPQvApJaZ6HcP4H/TvN+R90Oq+hwePb0K9PXXKp9AyjWppdUmcEv/3tb4tehy79aF7utA5SMmLEiNTmh2mIvg5679oH8aF2tGhfaZ9p3zUE1QXVifDMRHUnzSlv0+wjo++jJqkLv49nn3226fvY0hAgjaTaXzw6s9AZRvzApDMQnYmkdWBS0+TwF7nmn9cv2Szv4dRHB4rw17xel+aMSYt+0Wq64/iveR1YevbsWdHls4bqba33rPce3xfaN5aDaVpUN1RHwteluqQ6lZZqe+k/+uijtV7joYcemvqZdHNGgDQyXXPVXNLxSqxrrmpzXkqp+R90YEp7/oebbropanHit6Fw06/mxgyOkJpM+0nG/KIbnWn+ctQ19s6dO9eaH0ZTIZcL+nLjPaV58NR71HuNb0P7Ik+DE6quqM7Ep7xVnVLdSotlnDANxvq73xW3wNtqq63ck08+GRZFPQiQnNAp/vrrr19UqXWAiF8iUiuqrOd/UAjFD0w6w9HNyrzO4aCWVLoZHD9T0MH75ZdfDotW5ZVXXqk1P4wO2PH5YRpqxFm9t3hA6b1rH+R1RF7VHdWh+Nmy6liaP3gqGalYM5t27969wVtFNmcESI4sWbIkupYd/+Wv/9c19LZt2xYdmLKY/0HXlvVLzG9DgVbuTChvdK9BN4r9a9dZWd++fcNiVVM/hPAavxpCqKNZQ8x5ofcUb2Wn99wUxl4T1aX4jyTVNct9pbqoGXE4V4pG8laAleqXpVCBHQGSQzrrCC9P+CX8VZUW/cJea621CtvZb7/9Mu0LkZWrrrqqqJWOboamrdT8MPEDU1az7um9+O3oPeq9NjWqU6pb/n2ozqnupa3UbI1+2WeffRptZIjmhgDJMf1ii/9q0ul3ueu61VAb9/g15PPPP7/s9f2mQE1j402adQaXxSUK9Z/QTVu/HbUEymLeb712vQe/Hb23NJv/NjTVLdUx/35U97LoZ+HvF/rt6Mzt4YcfDouhCgRIzv31r38tfAE0tELadA3f/5JWizC1228O1N9h8803L+y7ww47LJMQ0SUTv40sBs7Ua9Zr99vQe0q7L0djUV3zrRBVB+P3k9Lkz6xPPPHEcBWqRIDknNqoZxUg+rWsHtd6bl16uffee8MiTZpaUMUn/tKv+LSaOHtZBohea/zMQ+8l7Z7XjU11zt87Ul3M4gzOn43qPgjSRYDkXFYBopFYNcaRnletY+67776wSLOglj7xEEn7nkiWARK/56H3kGarpTxR3fMttFQn0x6RmQDJDgGSc1kEiDq5aaA8/7zq8Nac6cZtvGd5mq2zsgoQvUb/vHrtTbFBQxKqg/79qm6mNY6WECDZIUByLosA0bAp/jm7dOkSrm6WdN/AH0h0MzWtfiJZBIhem2+qq9fcXO551Ed10e9L1dG0ECDZIUByLu0AUW9bf+OyVatWVQ9C15So5ZJv4qshLNLosZ52gOg1+eE19FqbcmurpFQXVSf13lVH0+oZToBkhwDJuTQDRE2A/dwdGqOpJY75o74Tfn+qr0210g6QeP+fptjPo1qqk378MNXVNJqtEyDZIUByLs0AOf300wvPpTGKWiK1bIr3WNd8GNVIM0D0Wvxz6TWm3WKsqVDd9PtBdbZaBEh2CJCcSytAXnvttUJzSfXEbck09IcfO0uXi6oZCj6tANFr8Jeu9NqayvAkWVEd1b5QnVXdrQYBkh0CJOfSCpA0v5DNgQbQ8/tV449ZpRUgeg3+efTaWro0f/AQINkhQHIujQDRoIv+OdK4JNAcaCwxPxS8hsa3NpNNI0C0bT88v15T2uOcNVXxS67VDBxKgGSHAMm5NALkgAMOiB6v4SKsB8rmSMOs+32r+VQs0ggQbds/R9pDvzdlqqt+mB3VYSsCJDsESM5VGyA6wPlevholFsXatGkT7Rvdd6hkpsFQtQGibfr7MXotKKY6q32jOqx9bUGAZIcAyblqA6RTp07RY3U9ecaMGeHqFk9Tv/r9e/nll4er61VtgGib/vGNOQ1tXqnO+nshqssWBEh2CJCcqyZAVN5fW2/fvn24Gv+mybm0jzbddNNwVb2qDRBtU4/Va0BpqrvaR6rLSb8DQoBkhwDJuWoCZPDgwYXHDh8+PFyNf9Oc2n4/Je35XU2AaFv+sXoNKE111+8n1emkCJDsECA5V02AaKpVPU6TUrWkIUuSmjt3buEySdeuXcPVdaomQLQtPU7b1mtAaaq7fmI11emkCJDsECA5Zw0QDf294oorRo87+eSTw9UI+N7pOlAlmY3RGiDahj8oatuom+qw9pXqdNJh7QmQ7BAgOWcNkFGjRhUeN2LEiHA1Av369SvsryQj9VoDRNvwj9O2UTfVYb+/VLeTIECyQ4DknDVAzjvvvOgxK6ywgql5akuj1j5+P1955ZXh6rKsAaJt+MfROq5+qsOqy9pfqttJECDZIUByzhogu+66a/SY7bffPlyFMjbeeONon7Vr1y5cVZY1QLQNPUbbRGVUl7XPVLeTIECyQ4DknCVANBSGn5CoR48e4WqU0blz52ifqWNfpawB4jsPapuojOqy9pnqdpLhXgiQ7BAgOWcJkOnTpxcec9ddd4WrUcZNN91U2G+zZ88OV5dkCRA9t3+MtonKqC77/aY6XikCJDsESM5ZAuSJJ54oPGbcuHHhapQxevTown4bO3ZsuLokS4Douf1jtE1URnXZ7zfV8UoRINkhQHLOEiDxoco//PDDcDXKmDVrVmG/3XrrreHqkiwBouf2j9E2URnVZb/fkgx5T4BkhwDJOUuAnHXWWVF5jWSKymkGwB//+MfRvuvdu3e4uiRLgOi5VV7baqmzDlr50XlVxytFgGSHAMk5S4Doi6Lyv/rVr8JVqIefM77SzpeWAPGd4rQtJKM6nTQMCJDsECA5ZwmQDh06ROU333zzcBXqsdlmm0X77thjjw1XlWQJED23ymtbSEZ1WvtOdbxSBEh2CJCcswSIH5Zjhx12CFehHtpn2neVjrlkCRA/RhmfT3L+80ky/AsBkh0CJOcsAeLnP2/btm24CvXQPtO+q3QebkuA8PnYJf18hADJDgGSc5YA4QzEjjOQfOMMJF8IkJyzBMgxxxwTleceSHLcA8k3fw9EdbxSBEh2CJCcswQIrbDs1llnnWjfNUQrLG0LydAKK18IkJyzBEjPnj2j8vQDSYZ+IPnn+4GojleKAMkOAZJzlgCJ90SfM2dOuBplzJw5s7Df+vbtG64uyRIgem7/GG0TlVFd9vuNnuj5QIDknCVARo4cWXjM008/Ha5GGfFJuBpqLKykkyO1ZKrLfr+pjleKAMkOAZJzlgB59913C4+58847w9Uo44Ybbijst0rP3CwBEv8lrW2iMqrLfr+pjleKAMkOAZJzlgDRXAkrr7xy9JjTTjstXI0yTjzxxGifrbbaauGqsiwBItqGHqNtojKqy9pnqtvMB5IPBEjOWQJEdt999+gx22yzTbgKZWywwQbRPjvooIPCVWVZA0Tb0GO0TVRGdVn7THU7CQIkOwRIzlkD5IILLoges/zyy7v58+eHqxF4++23C/v52muvDVeXZQ0QbcM/TttG3VSHVZe1v1S3kyBAskOA5Jw1QOI3aocOHRquRiDeMmry5Mnh6rKsAaJt+MdV2uKrJVMd9vur0gYOHgGSHQIk56wBsmTJkkKfho4dO4arEdh7772jfaUh1pP0zbAGiLbhh47XtlE31WHtK9Vp1e0kCJDsECA5Zw0QOfroo6PHrbLKKokf25K89957hcsjSSYqEmuAiJ/4S9vWa0Bpqruqw9pXqtNJESDZIUByrpoAGTZsWOGx999/f7ga/3bRRRcV9pMCIYlqAiT+WL0GlKa66/eT6nRSBEh2CJCcqyZAvv76a/fzn/88euy+++4brkaNZcuWuV//+tfRPtp+++3D1fWqJkBE29Rj9Rr0WlCb6q72keqy6nRSBEh2CJCcqyZApEePHtFjl1tuOffyyy+Hq1u8fv36FfbvbbfdFq6uV7UBom36x+u1oJjqrOqu9o/qsgUBkh0CJOeqDZBZs2a5H/3oR9Hj//CHP4SrWzT94t9kk02ifbPeeuu5r776KixSr2oDRNvUtvV4vRbOQoqpzmrfqA6rLlsQINkhQHKu2gAR38NaN2vfeOONcHWL1b9//8K+vfnmm8PVFak2QETb9s+h14Tvqa76xg3V9NgnQLJDgORcGgHy5ptvFr6I7dq1C1e3SJ9++qlbe+21o32iOSaWLl0aFqlIGgGibft5LvSa9Nrgorrqf/ioDlsRINkhQHIujQCRrl27Vn2ga066dOlS2B/VtFBLI0Ak3tJIr62l0770+0N1txoESHYIkJxLK0A++eSTQossjb/0+eefh0VajH/+85+FM7L9998/XJ1IWgEiei16Hr02vcaWSnXTj0umOqu6Ww0CJDsESM6lFSASHw67mmvKTdnHH3/s1l9//Wgf/OQnP3HTp08PiySSZoDoteg16bn0GvVaWyJ/z05LGtMRECDZIUByLs0A+fbbbwtDdmgZOHBgWKRZ0/vfb7/9Cu//pptuCosklmaAiF6Tfz69Vr3mlkR10r9/1dU03j8Bkh0CJOfSDBD58MMPCzePNTzE66+/HhZpts4///zCvjzmmGPC1SZpB4jotfnn1GtuKVQX/ZAlqqOqq2kgQLJDgORc2gEio0ePLtwD0LXm2bNnh0WanVtuuaWwH7faaqvU7gFlESB6bXqN/nn12ps71UF/30N1U3U0LQRIdgiQnMsiQOTSSy8tPO/WW2/tFixYEBZpNu69995CYP7iF79w06ZNC4uYZREgoteo1+oPqHoPzZXqnuqg34+qm2kiQLJDgORcVgEi3bp1Kzx3mzZtmmWI3Hfffe6HP/xh9B41jewrr7wSFqlKVgEieq1+6lu9B72X5kZ1TnXP70PVybQRINkhQHIuywDRDcr27dsXnl+/ApvT5azLLrusMI6SWjc9++yzYZGqZRkgotfsW2bpveg9NReqa/EzD9XFNG6ahwiQ7BAgOaYvk+8boGXixIlhkappLKZ4iOg6dFO/sa4RW+MdBVdffXU3bty4sFgq4sOhnHnmmeHqVOi16z347ei9WUalzRPVMX/Pw4eHZSyy+iikfAAffPDB4WpUiQDJKf3y3GGHHQpfMC0aUE4jkqZ9qUlB1b1798J21BKmqTbx1fzirVq1KrwXDZOeRSC+//777rjjjiv6fLSo6W0W29Nz+mHnteg9NtW51FW3fGsrLap7aZ95aHiYSy65pGg7u+yyS1gMVSJAckYjjsabcWpZccUVC5ditKh3roYB/+abb8KHV0U3L/3NZi3q0JVWa6WGoLOBn/3sZ4XXv+OOO6bWFNT78ssvo8mffvrTnxa2s8IKKxRGPNai/z/99NNTH9NK70XvyW9H77UpDb6ouhTvJKi6lvYNc3nooYfchhtuWNiOFrVqYyDR9BEgOaF5ni+88MLC6bYWzf/cp0+f6N6HLl/tueeeRV+K3/72t+6pp54Kn6oqaj7p+4lo0WWGoUOHhsVy5bXXXivqIKkDU+/evVO/zDNkyJCiswAtRx11lJsxY4abP3++O+WUUwo37LWsueaa7tZbb0016PWe9N7iQa/3rn2QZ6pD8UtWqmNpNtUV3Y8KvyPbbLNN6t8R/AcBkgODBw8uDK/hlw4dOriZM2eGRd2DDz5Y69eV5kzQQSwt+qW7zz77FG1D92Ly9gtOQ33ol378oK0bpk8++WRYtCqvvvqq22OPPYr2x7bbbuuefvrpsKibPHlyUZhp0Y3iMWPGhEWrovfobw5r0T7Qvsjb8CeqM/H7eFpUt9I8M9R7Pvnkk6MzQb8NnaX37ds31fBGbQRII9Jsa7vttlvRl0tTnNY3kJ6u71588cVF13dXXnnlqNdyWpecvvvuu2gcIv2K9tvQr16FVdpNYZNSWOpgGT9b8wfQNO8PzZs3L2q5Ez8wqW/GHXfcUe81e7XI2mijjYo+28MPP7zqsbfi9F7DANU+0d/S/EFhoTqiuhI/U1JdUp1S3UqDzsauv/76ogYGunx4xhlnpFoPUB4B0gjmzp3r/vjHPxZ9udZaay1311131Xtgivvggw9cx44di+6PaF6JNDudaSRU/bqLv1Ytmqd60KBBqTctLkcHi+HDh0etdeIHTC36RTt16tTwIWba1jXXXFPog+EPTGeddZZbuHBhWLwstSpSs9v4fZmVVlrJnXvuue6zzz4Li5vpvYdnjNpH2lfaZ2lfyitHdUF1ws9h7hfVHdWhakfVjRs5cqTbYostiraTx7Pk5o4AaUA6oFx55ZVu1VVXLVR63SDXNe1FixaFxSv2/PPPu5122qnoy7Tzzju7f/3rX2FRM30xdQM0frNYi24mH3/88dE17rRvGmuf6ACoZqvxMyG/HHjggalf337sscfcZpttVms71fRenzNnjuvUqVNR0P/yl79099xzT2q/xkX7Qq813E/ad9qH2pfV1LNS9Jnrs1cdiDcs0KK6ojqT5kFdn8NBBx1UtB19XiNGjAiLogEQIA1k2LBhbtNNNy2q+GqX/tZbb4VFTXQgGjBgQNF1cR2w9MVOs3OgWonpEoGfWyRcdNNSl1Buv/32qP9Cpde6P/roI/fMM89El4fUVFmX8sKzHi06SJ1wwgnRDdM0acY7PwOeXzbffHP3xBNPhEXNXnjhhagpaXwbalX13HPPhUWron2jfRQe0LVon2rfah9rX2ufa99XQp+lPlN9tvqM9VmHz69FdUN1xDqHeSk68+vZs2f0g8tvRz/Err766gY7w0JtBEjG1H4/PoS4li233NKNGjUqLJoKXRo577zzokslfnu6V6LmktZpW0vRl1ahePTRR0etxcKDSHzRgUytl7ToAKqWMvqv/1upA1180UHjkEMOiWbtS/uSma6V62AaP7PSpavrrrsuswOT+kH4KWy1KOjVp0SXJNOkfaV9pn0XP/CWWqr9jFQHVBdUJ9Lcb7qkq/smflwwLbon1blz5+geFRoXAZIRndrrV1r8wKSbfTfccINbtmxZWDx17777rjviiCOKvuRqvZVFk1w1QR47dqy74IIL3O67714UXpZFB7tdd901CkIFbVoNA+LUOkd9aeJnUjow6VJPQ7Rk0ntSowc1fvDb10FafUzU1yRt2p72pfap9m19gVLfos9Yn7U+c332qgNp09nOdtttV7RdbbOxG3HgPwiQlOnApLb/8Wv2uqGpPgLqK9DQ9OUOLzXst9/hburUd8OiqVJrI13+ufHGG12vXr2iSypadDamX7f6r/+bLk2o3OOPP94gvavHjRsf9aGJ7xO9piyGiqmPWkupL0n8tWy88RbukUfSbfZbiva19rn2vT6Duj4jfYYqp880zZZkpcyaNbtoeB0t6kOifjjIFwIkRWrrHx8cTov6BKhvQGNSqKlNvH5tL7fc8m611barOUj90V1yyRi3cGH6v3bzavbsxe7UU/vWnAm2qtkP37fk0lmZ+tY0NvUpUd8SvaZVVtnErbfeka5TpwFu2rSG/9HRWL78clnNGfoTbv3129WcIX3fNFdnZX/5y18yOStD9QiQFOgXmdr4x4NDfQCyGJ21Grqs1rt3n5ov6O/dllue73bY4Xa31173uPvvn1ITMpU3H25qlixZVnNWOMHtsstdbqut+rh11z3MrbXWVlFfmjTvC1VL1/vvuuset8UWh7lNNz09+nxat76jJujHuQULmvcB9PHH33YHHHBfzZnhNTVnGx3dqqtu7f73f/83GnMM+UWAVEE3rNWmP37NX23+1fY/i5FF0/LOOx+6bt1GRAcovxx55BD33HPN78v62GNvRQcm/z5btbrd9eo1wM2Zk98bsIsWfeGuumqM22mnOwuve889+7v77pvkli1rXkE/deo8d+KJjxTVxaOOusW9+GL6A1IifQSIgZrMqg2/2vL74FBLGrX1V5v/puKZZ2bWnDn9rejLe8YZT7iZMyvvLJdXU6bMdSec8HDRe+vU6WE3efLcsGhuvffeAnfaaY8XvYcjjhjinn229hA3Tc38+V+4Cy98KjrD8u9tv/0GumHDprkUu8YgYwRIQmqzHx8RVYuaO6qNf1OkX7T33jvJ7bFH/8IXeeed73TXXfd8zRlWfs+iypk37wt3wQVPRWca/v20azfQjRjRdA9M48fPioIjHiQKFgVMU/P119+6/v1fdW3b9iu8F11avOmmF9wXX6TX/BcNgwCpkNroq61+OGxIU503I/TJJ0vcxRePK/pFuO++97qHH37Dfftt/o+8X331jbv77ldqHZhuueXFZnFgUtAPGjQ5upTl358ucV1zzXNu8eKmEfRPPTXDHXbY4KIg7NlzlHv//XR7x6PhECD1KDX/Q9oDF+bJm29+7Dp3frToS37ssUPdK69U1qO8MYwZ86475JD7i15z796jo1ZXzY1upl966T+Lgn6ffQa4oUNfz23QT5/+qTvllOJ7bkcd9UDNWXu6HSfR8AiQOjzwwANl539o7kaNescdfPCgoi/9uef+w82Zk94ggNV66y0N9Di86DV26PCgmzAhvaFb8krNe7t0KX7vxxzzkHvppfy890WLlrq//vUZt+OO/2kMsPfeA9yQIa8161Z/LQkBUkKS+R+as6VLl7k77njZ7brr3YUDQJs2d7vbbpsQtdlvLOq7ctllz9T6Ff7QQ1Nz+ys8K//4x/RaZ19nn/1ko559KRwUEmoi7l+TQuSKK56NQgXNBwESoyEsrPM/NGdz52rYjTFFByk1jVXb/YakA5P6rMQPTLoPcPXV41v0gUn3f+66S3PL/Cfodf9HfV/UB6Yh6bKULk/F64ouX+kyFpqfTALEH3wrkaRsXTSlp4Zb0Eij6nGtMah08FdPcA2Mt3hx+V9k5eZ/OPPMM5mYJmbSpI9cx45/Lzo4qA2/2vKX4suoRVR9Pap92XLUR0V9VeLb7t79MTdjBp+Pp6D/85/HFrVAU9CrL0wpaX4+s2Ytqvm+jCz6fH7/+8Fu3Lj3wqJoRqo/cpeQJBSSlC1FHfa6du1acujv+KKBDDUyaUij5WrY7njZAw44IBreG7WpKeyjj74Ztdn3BwpdSvrLX56u1ew3fjDp0aPuYdHLHaB0SUo3xOPPpb4r6sOC0tTX5fjji/vAqE/M228XT+iUxucjf/vblKjpty+z++793YABE6Mmu2je7EfuOiQJhSRlQxrV1s/EplZSOgMZP358NPOZzio0z4FmLuvWrVuhFVWoT58+hdegINHgcqifmsbeeOMLRQeOm28u7gvj/+6b1uoMppxyByj16/Dr1FdFfVaaW2/sLCjohw+fFvWB8ftPN9nj0vh8RA0XtM7/kFCTcLQMtY+oKUgSCknKhs4+++zosZtsskm9o7jq/obmKwhphjP1INcw62nOY9BSqA1/r16jol+d6vAW5w86uhav/6rFVDl1HaD69Xs1unHPgSk5Bb36wigk9N+4tD4fXabSfajXX89+GHzki+3IXY8koZCkbJxm2dOcBhqHSvc/kD/+oKNLW/7Gd7m2/3UdoJANPh9UK/mRuwJJQiFJ2bhLLrkkepzmXEY+xQ8699zzavT/ujZfCgeohsfng2olP3JXIEkoJCkb5+99DB9e/rQbjSt+0FG/kf33//56fKmWORygGh6fD6qV/MhdgSShkKRsnJ9TOu15pJGe8KCjzmX699FHP1hrYMOwLLIX7nM+HySV/MhdAR8KSZak/FzSzFSWX+FBR62nfK/pkSOLGz2EZZG9cJ/z+SCp5EfuCoThUMmSFAGSf6UOOmpaqr+pL0d8PKRSZZGtUvuczwdJJD9yVyBJKCQpG8clrPwrddBRx0A/1IWGivdKlUW2Su1zPh8kkfzIXYEkoZCkbBw30fOv3EFHw6/r7wceOCgax0nKlUV2yu1zPh9UKvmRuwJJQqFU2SlTpkRzjbdq1cqtscYa0TzjW2yxhevcubObNGlSVIZmvPlX10HnuOOGRus0OKLUVRbZqGuf8/mgEpUd5RMqFQrllCrr/1Zq0Ui5gwcPji5dacBDOhLmV10HHQ2OqHWa9VAjxtZVFtmoa5/z+aASlR3lEyoVCuWUKtu6dWt38803u4kTJ0az/i1atMhNmDDBtW/fPiq7wQYbROV69uwZ/VtDmbzzzjtFzxGaP3++69ChQ/hnZKi+g85JJw2L1msq2vrKIn317XM+H9SnsqN8QqVCoZwkZTWelcpq2HXR2FV77rln9LdVVlnF9e7du+aX03PREOxaN3fuXDdq1CjXvXv3soMpIjv1HXQmTvwwWh+f5xsNp759zueD+mRyRE0SCpWU1VmI7n0cd9xxUVmNrustXbo0mgSqvuHc11xzzejSFxpOJQed009/olCuvrJIVyX7nM8Hdan7yG1USSh4dZUNQ2CjjTZyV1xxRTSMe0g33s866yy33XbbRWERn1Dq+uuvd599lp+5vFuKSg46msgoPgESGk4l+5zPB3UpfeTOiTBAdJmqR48e0SRSAIDGlesA8TRBlO5l6OxCQaIzDQBA42oSAeLNmDEjCpB11lknXAUAaGBNKkA0e6ACRC2qAACNK5cB0qZNG/fAAw+46dOnR/c75s2bFw1Z8pvf/CYKkP333z98CACggeUyQMKb5/FFLaymTp0aPgQA0MByGSAvvfSS69KlSzT+lYZt1yWrrbfe2vXq1cvNmTMnLA4AaAS5DBAAQP4RIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACAyf8Hk4Vq9pUhMV4AAAAASUVORK5CYII=)
| Product Number | 3H32-9-37 |
| Purity | 95 % |
| CAS | 52333-43-4 |
| MDL Number | MFCD00193135 |
| Molecular Formula | C9H8BrN3 |
| Molecular Weight | 238.088 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-9-37
CAS: 52333-43-4
Molecule Weight: 238.088
Formula: C9H8BrN3
![7-Bromopyrido[2,3-b]pyrazine](data:image/png;base64,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)
PN: 3H32-9-L0
CAS: 52333-42-3
Molecule Weight: 210.034
Formula: C7H4BrN3
TSCA: Not listed on TSCA inventory