![1-Benzyl-3-bromo-1-azoniatricyclo[2.2.1.0~2,6~]heptane bromide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABa3AAAWtwFai3sgAAACfHpUWHRtb2xTb3VyY2UAAHichZVbb5swFMe/ypGfF+ML+FKFVF2qSZO6PaydtLfJJW6KFKACmsu33zGobSAdBJDt4/Ozffy3T5bXx2IHe183eVWmhFNGwJdZtcnLbUp+P3xbGHK9WmbohI5lk5Lntn25iqLD4UCzZ1+4Y1XSrCpI3391bPKBz0HSqt5GgjEe/flxd98xi7xsWldmHqkmv2o6412VubZbxX+miApX7/My6t2jot73o/0VLLyMHpsN+YhljX03iMJTvvPwVNWFa2EvGMWXfYGtL33tWr+BxxOaJY0x9tXyx22VvRa+bLEaRsgzt7tv69cMDUW189krDoaV77cpKTgCrq2Km7p2Jwi1YHYcnAAnwcXgEnAKnAZnwFlwnOGH/RwdOHpwdOHowxXu+86HiR9OLz4lX2vAd332/By01qQPabd+dvUWgQUHNnhGbdxqkRIMHX9gKbNSgKGxURwUtZqZUKgkRmOiEo0ugisDmhpmYuxjhiUQU62lxcIIpUDSBHUNhRYKjVZyi55CdgA3iSFw+pgUD5fAWBeMSitNKLXFPVgIqnhoS8qZtrDgVHOjgz1mlnVtzWTwt0mCUdHExGE0aS0HgbMagWtQSghsmVh3fTgSihO9q7NaPlbl5qwK+SYlj5x0sv3yTw0utJONQFVvfI2XIQwQXM8BMQSCyNOAHALhSEwD8RAIB2gaSIZAOG7TgLqIYQbQQyCc5mnADIFw9qcBe7FLMwBnF9s0R4y07m7jDDJSu7+9M8xI8P62vzM3nzIjzfvsMMOMZO+zyQwzUr7PPjPMSPy3bDXJmE/24FMmOruV0Vt+xepF7o3OEnOEf0erf/z38XIxz3HKAAA7NklEQVR4Xu3dCbyV0+L/8XvpIkPJNZY5RCoiZCiaiKKkzGkSiigyhX9xQ0QZiihCg1LJVAohU2hGESmlaI40R+vfd/E8v71X+wx77X3Onj7v1+t53Zy1nn3O2bfWdz9r/JcBAMDDv9wvAABQGAQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECBAkm3atMl8++237peBrEOAAEmyZcsW069fP7PTTjuZf/3rX6Zp06bmt99+c6sBWYMAAZJg2LBh5sgjj7TBEXkdcMABZvjw4W51ICsQIEACxo8fb0444YSo0DjzzDPNxRdfbHbcccfwa+eee66ZN2+eezuQ0QgQwMMXX3xhatWqFRUc1apVM++++25Y58svvzRVq1YNy3fddVfTo0cP29UFZAMCBIiDBsebNGkSFRxHHXVUnt1Uf/75p3n00UfN7rvvHtavXLmy+eyzz9yqQMYhQIBCWLhwoWnTpo0pUaJEGARly5Y1zz77bKGeKBYsWGAuuOCC8N4ddtjBXHvttWb16tVuVSBjECBAPlasWGE6d+5sdtlll7DxL1OmjO2KWr9+vVu9QK+++qo58MADw9faf//9zcsvv+xWAzICAQLEsHbtWtO9e3dTunTpsLEvWbKkueOOOxJ+alizZo256aabogbZzznnHPPjjz+6VYG0RoAAETZv3mz69u1r9ttvv7Bx/89//mO7m3755Re3ekKmTJliTjzxxKiAeuCBB+zPAGQCAgTYZuvWrWbIkCGmfPnyYYP+73//21xyySXm+++/d6snjQbZe/fubfbYY4/w+x577LHmk08+casCaYcAQc57++23zXHHHRc24Lrq1atnpk6d6lYtMj///LNp3LhxVHi1bdvWrFq1yq0KpA0CBDlLU2m16C8yOE4++WQzYcIEt2qxee2118zBBx8c/jz77ruvGTx4sFsNSAsECHLOrFmzTKNGjaKC4+ijjzYjR450q6bEH3/8YTp16hQ1Zbhu3bpm7ty5blUgpQgQ5AytxWjZsmXU7CdNqR0wYIAdi0g36kI76aSTwp9VU4k1M4xBdqQLAgRZb/ny5fYT/c477xw2xv/973/Nww8/bDZu3OhWTyt//fWXeeKJJ0ypUqXCn/2YY44xH330kVsVKHYECLKWuoLuvffeqMZ3t912M3fddVfGbbO+aNEic9FFF4W/hwbZtTJ+5cqVblWg2BAgyDo60Emf2jUAHTS4WsvRrl07s2TJErd6RnnzzTfNIYccEv5e++yzj3nppZfcakCxIECQNdTdM2jQIHPYYYdFfVK//PLLs2oAWqvkb7nllqhB9tq1axfpehUgFgIEWeGtt96yu9wGDaqu+vXrm+nTp7tVs4Z+t1NOOSX8fTXGoy47PYEBxYEAQUbTiu0aNWpEBcepp55qPvzwQ7dq0ugJYMaMGWbEiBF265Fu3bqZ1q1b2xlewaX/1tdVrnqqv27dOvelEqanrj59+kTt2aUpyUX5+wMBAgQZ6euvvzYNGzaMCo6KFSua0aNHu1UTNn/+fPPCCy/YYDj88MOjvme8l4691eC3FgdqYDxZFi9ebJo1axb1vVq1amV3EwaKCgGCjKLGvHnz5vY8jaCh1MrtgQMHJnUth77P/fffb/elckMg8tJ27DpQ6qyzzrKXus2CP+vrkZsyxrp0iuFjjz2WtMH9MWPGmEMPPTR8/b333tuGH1AUCBBkhGXLlpkbb7zR7LTTTlGNo077S9ZaDnUH6bwOt0tMlwbjdTyt1pMMGzbMLvLTtuyF8fvvv9udd4cOHWo6dOiw3ViNLg2I64kqGes71FV222232Zlnwesr0ObMmeNWBRJCgCCtqZHu2rVr1G61Oh72nnvusQ1zMmhld//+/U2FChWiGnWt/Fa3kMYwkr1uRF1LmjF27rnnRs2m0nXGGWeYsWPHurfEbebMmaZ69erh6yp89V4yyI5kIUCQltTIaZtzrXOIbABvuOEGs3TpUre6NzXU6mqKbMCPP/548/zzzxf6CSNR+n30u0au79ClHYETfWrQU9VTTz1l9txzz/B19fu+//77blUgbgQI0ooaPPXZRzamGu+48sorzbx589zq3vRa7iC81lKMGzfOrVps9CSk311blUSGZpcuXcyGDRvc6nH59ddf7dkmkb/vVVddZbd5AXwRIEgbjzzyyHafws877zzz1VdfuVUTopXbkV1imvb6zjvvuNVSRpMBnnzyyainBp1XkujTiOjsk8iZZNoTTE9bgA8CBGnhp59+igqO008/PSkDypE0ZnLFFVeE30NjKRqET9fdbdW1pRlnkT+vxk0StX79enu2e+Qge82aNc23337rVgXyRYAgLWhdR9CYaVprsmkr98gpuTqLPFO2/tDsrcgnJnVpJYPe89NOOy18XXWXaXJCsma1IfsRIEgLkydPDhuy2bNnu8UJ0ZYfZcuWDV+/c+fOafvUkReFnQb3g99BixGTse5FZ8E/88wzpkyZMuFrH3HEEebdd991qwLbIUCQFtRdFTRgWsSXLBMnTgw/vavL5sUXX3SrZAxtT1+nTp3wfWrSpElSQkS0kFGbTgavrUvdfUB+CBCkBQ1iBw1XslZl66kmOAtEe0W99957bpWMo+nNkbOp9CSSTPr/Ydddd7WvXalSJbcYiEKAIC28/vrrYaOYjAWC33zzjZ1hpNdTiChMsoWmOkeGSLLGRAJayFgU4YTsQ4AgLWh7kKBBTHSltNY2HHTQQfa1SpYsabuxso3eo7p164bvWTJmZwWCc9i1dQyQHwIEaUEL6NRo7bjjjm5RXPTpPGhY9VrJ2BIkXWmlvNaH6HfVFN/vvvvOreJFXVd6Te2nBeSHAEFaePrpp8OGMBE67zz4VP7ggw+6xVlHs7OCcR6FSaIr1qV8+fL29bRvFpAfAgRpoVevXrbR0g67vj799NNwm/dGjRrZKaq5QOtEgtBMxnhIuXLl7Gv16NHDLQKiECBICzp7Q42Wxi58aF1H0PVy4IEHJn333HQXrFjXsbaJbnmy11572dd6/PHH3SIgCgGCtKAV0Gq0tFOsjyCAdL322mtucdbTtifB3lnaxTcRmnig19ECQyA/BAjSglaHB/348frll1/CRu/CCy90i3OGNmAMQtR38oC6/XR4ll5Dm04C+SFAkBauv/5622idcsopblGBOnbsaO/VAVALFy50i3OGVqVrZ2G9F1rL4UOD8EEI6SAtID8ECNJC69atbaOlo1fjEfn0ocOmcl0wHVqXz27Gq1atCu9/88033WIgCgGCtBDsw6QjXuMRdH1p8HjRokVucc7RZILgTBUdmBWvxYsXhwGSDVu/oGgRIEgLGrtQoxXPGIYay+DI22uuucYtzlnBlGidtR7vvmI//vhjGCCaFg3khwBBWqhfv75ttPQkUlivvvpq2Nh9+eWXbnHO0owshYfel3jPVtEeYsF7Om3aNLcYiEKAIC1o7EONVjwb+F1wwQX2Hh0UhWjqCtR7U61aNbcoX0V5LguyDwGCtKDZV2q0CjsQvnbtWnuCnu7p2bOnW5zzBg8eHAZBPGNDRXUuC7ITAYK0UKVKFdtoaVC8MLTOIWjoOMt7e9qROFjPoTAprKI4lwXZiwBBWtAKdDVaWpFeGDfffLOtr21LEFvlypXte3T11Ve7RXlK9rksyG4ECNJCcH7HAw884BbFFJwP3qJFC7cI/+jQoYN9j3TGeWEl81wWZD8CBGlBu/Cq0dIU1IJs2bLFnm+u+v3793eL8Y8hQ4bY90g7FK9bt84tjilZ57IgNxAgSAu77babbbh0LkhBdHBS8Cn5448/dovxj8gZVTNnznSLY0rWuSzIDQQI0oI+8arh0ifggmi33aBh1GAxYtMYRjCQXth9rYJFiFqgCRSEAEHKqa89CIThw4e7xdt5+OGHbd1EDp/KFfvvv799rwp7OmOi57IgtxAgSDkd/hQEiGYBFeTOO++0dStWrOgWwREcsnX77be7RTElei4LcgsBgpT79ddfwwDROoSCaLGh6vps/Z5rTj31VPtetW/f3i2KKZFzWZB7CBCknFY8BwFSmEFxTd1V3bp167pFcOh0Qr1XV111lVsUUyLnsiD3ECBIOe25FATIlClT3OLtNGvWzNbVXljIX7BfWNOmTd2imHzPZUFuIkCQclOnTg0DRLvBFoQnkMKL9wnE91wW5CYCBCmncyeCANF5FAVhDKTw4h0D8TmXBbmLAEHK6eS7IEB0RG1BmIVVePHOwvI5lwW5iwBByuns7SBAdCZ3QYJ1ICx2K1i860B8zmVB7iJAkHKvvPJKGCAbNmxwi7czevTosP7KlSvdYvxjzZo14Up0vceFEe+5LMhtBAhS7qWXXrKNlhq7wtD5H0GAcG533iInJ8yYMcMtjinec1mQ2wgQpNwzzzxjG61dd93VLYpp8+bN4W68zz33nFuMf7z88sthMOsEx8KI91wW5DYCBCn32GOP2UZrr732covyFHxSpq8+b506dbLv0eGHH+4W5Snec1mQ2wgQpJwGeNVolStXzi3K00033WTvOfTQQ90i/OOEE06w71HLli3dojzFcy4LQIAg5bp27WobrXhOznvjjTfC/v3CrB3JNatXr45ri/xAPOeyAAQIUu62226zjZbO8C4snXVRokQJe1+fPn3c4pw3cuTIMGC111hh+YQOchcBgpQLzu4+6aST3KJ8aSsT3ceK9O1p7yu9N8cee6xblKd4z2UBCBCkXNu2bW2jVbNmTbcoX4MGDQobPE3txd/0dFayZEn7vuiAqMKK91wWgABByl155ZW20Tr77LPdonytW7fO7LHHHvbewm7VkQuef/55+55o+u68efPc4jzFey4LQIAg5S666CLbaDVq1MgtKpCm8ereMmXK2E/eMOb444+378kZZ5zhFuUr3nNZAAIEKXfeeefZRuvSSy91iwqkrqsddtgh7u6abDVu3LgwBEaNGuUW5yvec1kAAgQpV7t2bdtotWrVyi0qlEsuucTerzUMhV1xna2C97JChQrmr7/+covzFe+5LAABgpQLzqxo166dW1QoX331VbhpYJcuXdzinDF+/PgwAPr37+8WFyjec1kAAgQpF/TZ33zzzW5RoenEPb3GTjvtZLtico32BzvmmGPse6D9rDQlN17xnssCECBIuaOPPto2WnfddZdbVGhLly61A+l6nVq1arnFWU9bjwSN/9ixY93iQon3XBaAAEHKHXLIIbbR6t69u1sUF22/ETSA2qAxV3z//fdm9913t793w4YN3eJCi/dcFoAAQcrtu+++ttF65JFH3KK4aNA4OFFPXVlffPGFWyXrqKuqWrVq9ncuVapUQmMX8Z7LAhAgSLlgMWDfvn3dorgtXrw4DKTDDjss67tibr311vCpQQGQiHjPZQEIEKRccDiUVlAng1ZRB2tDtJhu/fr1bpWs8OKLL4azzy6//HK3OG4+57IgtxEgSKktW7aEn6B1gl6y6ECk4HUvuOAC8+eff7pVMppmTKmbTr+fNkxMxip8n3NZkNsIEKTUmjVrwoZ+6NChbnFCgl1+dTVv3jxrQmTy5MmmdOnS9vcqW7asWbBggVvFi8+5LMhtBAhSSusNgkZ+n332Ma+++qpbxZsG1bU9SuSTSKZ3Z02cONEOluv30djR9OnT3SrefM5lQW4jQJBy1atXD/vyg4Y+WZ+qtcAuMkQ0JpKpA+tjxoyxA9z6PRQiCpNk8j2XBbmLAEFa+Oyzz+wn36Ch17qGRx99NCndTnoSiezO0jnqX375pVstbW3dutWOTwSnBf73v/+13VjJFuxsXKNGDbcIiIkAQdrQgHqPHj3CT9m6qlatmrTGXgPrwewsDUBnwmJDHfKkJ7Lg/TjooIOKZKNDdR0G4yqHH364WwzERIAg7egQpHPPPTdsNPXJ+4YbbkjKTCNN8Q3WiejSwsN0Pc3wtddes4ER/Kz16tUzy5cvd6sl5IMPPrBHAgffQ1edOnXcakBMBAjSls7lPuCAA8KGTdNLR44c6VaLmxYbBivWg6cR7eKbLlvBL1y40Fx44YXhz6enJu0TFu/27PmZNm2aOeecc6KCo0qVKmbYsGFuVSBPBAjSmrpw2rdvH3Y96dJ+Tz/99JNbNS5qjPv16xduwKhL54noUKpkPOn4WLRokX3S2nnnncOfSWs8tM16svzwww92UkHkpAV1WQ0ePNiOtSA9XHPiidtd7bY9Kd55/vlmUPfuZkWa7JZMgCAjfP755+a4444LG73ddtvN9OzZ046bJGLZsmWmRYsWUQ2qQkVnrBdX15bGeK699tqo4ChZsqQNM80iSwadd37dddeFq/51qSuvT58+SfseSB43PNyrU61aZkmCH6KSgQBBxlBYPPzwwzY8gkZQoaJwSZQOpdLJhpFPOro0PqBGNpFNCmP57rvv7O+iJ4zI77fLLruYm266yTb4ybB69WrbPRc5MUGD5ffdd1/adNlhe0FQRNqw7f+vb7d92OjarJkte7pz56jyVCBAkHHUfdWgQYOwQVSjr24udXclSk8dV199dbg9euSl6b+a6qrT/iZNmmRWrlzp3h7TihUrbDeUNits2bKlOfDAA7d7bS2ivOWWW5IWHNqO/aGHHrL7WgXfQ084OrRLPw/SW6wACcz/5htb1jENzr0hQJCxRowYYQfWgwZSA+4aeE8GrVgfNGiQqVu3brj+ItalcRPt+qtBeV0amA7+rK+r3L0nuDR4rym6mkKbrG4kPaUp4CJDSj+/zpvX4DwyQ34BsnHb302VXX/aaW6RFdyrMa2Jo0aZ+5s3Nx1q1DDXFcECUQIEGU0D3hp4jmzkNQV4/vz5blVv2q/rjTfeMDfeeKOdqZRfoOR3lShRwh7fqyeNt99+O+ldSArUChUqRH1PzebKxSN+M11+ATJ/1ixb1q1ZM7fICu4dfP/94Z91XVutmls1YQQIsoIOj9Kiw6DhVJ+/unASHWSPRavjZ237Rzx69Gj7Pbp162auueYa2z0VXPpvfV3lWs+hRjyZ03AjaWdebT8SGRx6AlI3GzJTrADZsG6dmTNliul28cW2bEIeu1eHgbHt78SI3r3tYHtR/d0jQJA11LBr+5PI8Qttj6JtUrKRtjNRF1tkcChEx40b51ZFhol8cnCvW+rVM+8OHuzeEgrqDd324aWoESDIOtqIMXL7Dw2yawqrZiRlgzlz5piLt30KjQwObcGu7fBZy5Ed3NBwrwdbtDBzZ8xwb7OCOovnznWLko4AQdYaNWpU1GDy/vvvn9RDq4qbVtC3bdvWjqVE/k5PP/100gbhkR6CEIi0Zdv/x6uWLDGfvP66ufWcc+zCwu+nTYuqI8G9mzdudIuSjgBBVtMAuAa/Iwe+NVMq2es6ipK2n9fCRi0uDH6HPffc0y40XLdunVsdWSBWgETSehCV99z2gcJV0L3JRIAgJ2i84MRt/6iCBliNsXbnTedP7ppKrG3cI7db0ULDW2+9tdBrUJCZCgoBDair/MYYW+8XdG8yESDIGRpk7927tz3JL2iQK1WqZD755BO3akpp5pj26dJxtcHPqW4rLXDUflnIfgWFQPAEcnOMnZMLujeZCBDkHC2oa9y4cdg4ax8sTbtNh5MKtRvukUceGf5supo2bWq3PkHuiBUCwRjIp/+Mgah8YNeuUXUk1r1FhQBBznLP29hvv/3MkCFD3GrFQueUnHDCCVHBUbt27aQdpoXMEoRAftc9TZqY32N0ZRIgQDH5448/TKdOnaJmNungprnFMAVStABSQREZHBqrUaAgd7lhoUsLAzuedZZ5qFUrM/7FF82mDRvc2ywCBChmU6dONdWqVQsbcQ1Wd+/evcgG2bVp40UXXRQVHEcddVTS9vICigMBAvxDg+yPP/64KVWqVNioV6xY0Xz00UduVW8///yz3dE38olHg+Xaqbcotl0BihIBAjg006lJkyZhA69BdjX6iUyd1b2afqsnm+B1NT23R48edroukIkIECAP2oH3kEMOCRt8ndnx0ksvudXypYV+6grTIU7B62gNyh133JEWs76ARBAgQD605bq2X4/scqpTp475/vvv3apRNHby1FNP2a1Ggvt0nKymC2tLEiAbECBAIUyfPt2cfPLJYRjodD8dC7tp06aoetrMUFOBy5cvH9UFpuNyCwodINMQIEAh6UwFnY8e2R119NFHm4kTJ9pyHRKlA6OCMl2aEjxlyhTnlYDC+X3FCrthYlGd55EoAgSIk7qgmjVrFhUUkduj6NLTyoQJE9xbgbjcd9lldk3HZ2++6RalBQIE8PTWW2+ZQw89NCo49ESio2WBRH37xRfhosCv02y/tgABAiRAs6x0fK7Co1atWnYtCZAMfW++2YZHl/PPN1vpwgKyUzDT6uGHH3aLAC/LFy821510kg2QdwYNcovTBgECJEiHOylAnnzySbcI8DKid28bHh3OOMOsW7PGLU4bBAiQIE3pVYAMGDDALQLitnH9etOxVi0bIIMfeMAtTisECJAATa/UOg8FyODBg91iIG4TR478e/fdatXML2l+9DIBAiRAK9WDGVijRo1yi4G4dWvWzAZI73bt3KK0Q4AACVixYkUYIGPHjnWLgbhETt2d8c8C1XRGgAAJ0PbsQYB88MEHbjEQl76dOv09dfeCC9J26m4kAgRIgPa3CgJk0qRJbjFQaMsXLQqn7r6bIeNpBAiQgJkzZ4YBMmPGDLcYKLRMmbobiQABEqAzzYMAmTNnjlsMFIqdunvWWTZAhjz4oFuctggQIAEffvhhGCALFy50i4FCyaSpu5EyKkBuq18/nKEQ6/pu8mT3FqBIaQv3IECWLVvmFgMF0hkyXTNo6m6kIgsQt3HX1e6UU8yd559vBnXvblb88ot7S4FWLV1qVixenOe12TncByhqo0ePDgPkjz/+cIuBAs2OmLo7MwOm7kYq1gCJvDrVqmWW/PSTexuQUYYOHRoGCDvxwkemTd2NVOQBEmnD2rXm2y+/DB/Xnu7cOaocyDTPPfecDQ+ddw7ES1N3rw2m7g4Z4hanvWINkMD8b76xZdowDMhkOuJWAVKqVCm3CCjQK7162bawQ40aGTN1N1JKAkRT1lR2/WmnuUVWcK8GlyaOGmXub97cvsFaZAOkk0ceecQGyH777ecWAflav26dabqtnbu8cuWMmrobKSUBMn/WLFumTcNiCe4dfP/94Z91aYobkE7+97//2QDR0bZAPJ579llzeJkyplq5cmbBDz+4xRmhWANkw7bEnTNliul28cW2bMLLL0eVB8LA2PbEodWZGmzXttlAuunSpYsNEJ2FDhSWelcqVqxo/+5ccO65bnHGKPIAiXXdUq9evnu9BPWGPvSQWwSklU6dOtlGoGrVqm4RkKd33nknnL33xhtvuMUZIyUBouvBFi3M3Dz2DgrqLJ471y0C0kq7du1sI3BaHuN5QCznn3++/XtTvnz5jO5dKfIAibRl82azaskS88nrr5tbzznHLiz8ftq0qDoS3Lt540a3CEgrLVu2tA1B7dq13SIgph9//NHssMMO9u9Nr1693OKMUqwBEknrQVTes21bt6jAe4F0cckll9iGoEGDBm4REFPQ7bn77rub3377zS3OKCkLEA2oq/zGGjXcogLvBdJFo0aNbGPQtGlTtwjYjra72XPPPe3fmfbt27vFGSdlARI8gdxcp45bVOC9QLo4++yzbWPQvHlztwjYzlNPPWX/vvz73/82s2fPdoszTrEGSDAG8uk/YyAqH9i1a1QdiXUvkI5qbHuCVoPQNkZXLBBJU3ePOeYY+/dFHzyyQZEHSH7XPU2amN9XrnRvJUCQMU466STbINx4441uERAlcurum2++6RZnpGINEC0M1KlbD7VqZca/+KLZtGGDe5tFgCBTVKpUyTYIt99+u1sERGnYsGFWTN2NVGQBAuQCNQZqFLp16+YWAaG5c+eGU3d79+7tFmcsAgRIQNmyZW2j0KNHD7cICGXT1N1IBAiQgL322ss2DI8//rhbBFiaulu6dOmsmbobiQABElCyZEnbMDz77LNuEWD17ds3nLr77bffusUZjQABPGlaphoFNQ4vvfSSWwxk5dTdSAQI4Gn9+vXhtMwRI0a4xYDp2bNn+HfkrbfecoszHgECeFq1alVWNw6I3w8//GD69etnmjVrFo6P6dppp52yZupuJAIE8LR48eKwgZgwYYJbjBzw66+/msGDB5tWrVqZgw8+OPz7EOv6/PPP3dszHgECeNLc/qBx+PTTT91iZKHff//dvP7666ZDhw7hiYLuVaJECXs+zD333GPGjRsXTvU+44wz3JfLeAQI4Ombb74JG41pMc61QebbsGGDfbq86667TPXq1c2OO+64XWDoqly5sunYsaPtylyzZk3Uazz//PNhvdGjR0eVZToCBPA0efLksGHItumZuUrjFF988YV54IEHTN26dcNp2u512GGHmTZt2pihQ4eapUuXui8TRa9ZpUoVe1+FChXMli1b3CoZiwABPH300UdhgzJ//ny3GBlC4d+nTx9z4YUXhgv+3Gufffaxh4dpvY9OFIyXurKC19L3yhYECOBp/PjxYaOwZMkStxhp6ueffzYvvPCCPcMlGJ9wL205ct5555lHH33UzJw5030JL/Xq1bOvve+++9qxlGxAgACeNJgaNDjZ0iBko9WrV5uRI0eadu3amaOOOmq7sNClabY1a9Y09957r/n444/N5s2b3ZdJ2IwZM8INFbt06eIWZyQCBPA0bNiwsAEqigYHftatW2efDrXFfrVq1cLdAtzrhBNOMLfeeqvtXlq7dq37MkWiZcuW9nvvuuuu9kko0xEggKeBAwfaxkAzc5A6GpTWNOr77rvPnHXWWWbnnXfeLix0HXnkkebaa681r7zyilkZ4yC74qDQUHjo51GYZDoCBPAUnG+t/nIUr6+//tqeq6FDmvbYY4/twkLXAQccYK644go7jXbBggXuS6SMuq/086k7S91amYwAATz16tXLNgSaoYOipVluAwYMMJdddpkdhHbDQlepUqXMBRdcYJ544gkza9Ys9yXShsbLgt8h0zdYJEAAT/fff79tBLSFBZJr+fLldoypbdu25vDDD98uLHTtsssupnbt2vb/h0mTJpk///zTfZm0pam8we+hMZhMRYAAnu6++27bAGhmDxKjQ5fGjBljbrnlFnPcccdtFxa61OVz8sknmzvvvNO89957djfkTKVxGy0q1O+lRYaZutEiAQJ46ty5s20A1ODBj0JYU2jz2iJEZ2lcf/315tVXX82qo2BF25oEv6fGaTIRAQJ4UsOmf/zaIwnxmz59erguIrgOOugg06JFC3tAl3Y7znbaYFG/d7ly5ez040xDgACeWrdubf/xa+oo4qPtQPbff/8wONQNOGfOHLda1tMW78E6le7du7vFaY8AATxpRpD+4Z977rluEfKhzQePOOII+94FTyCNGzd2q+WMiy++2L4Hmo5c0MaM6YYAATxp8z39w2/SpIlbhDxoq3OtAA/CQ4Pi+rPey1ylpzGNA+l90HYrmYQAATzVr1/f/qO//PLL3SLEsHHjRjvtNui2evLJJwnhf3Tq1Mm+DzqMKpOOBiBAAE/BdFMtXkP+NE1V54QH4aEDmkRdV/rviy66yLkjt2hrlTJlytj3olGjRm5x2iJAAE/BP3gNgt5www3syJuP9u3bh+Fx9dVXh18nQP5Pz549w/do4sSJbnFaIkAAT9rKJNgYT5fOlhgxYoRbLedpi/TgPVJgRK4Y16dtfb1p06YRd+QmdfEdeuih9v3Q2NDWrVvdKmmHAAESoMVt+nQduZ6hQYMGnFD4j379+oXvy5lnnmnPGI+k7j+VqXsLxgwZMiR8v15++WW3OO0QIEASaD5/5BYcu+22m3n44Yez6vzreOkQp2CFud6bWCvJzz//fFuuqaww9qlDZ5joPdG565s2bXKrpBUCBEgShYX6sRUeQZCo4dRGf7nmgw8+sJsdBg3hL7/84laxCJDt6b0L/v7oSN10RoAASfbTTz/ZcyqCRkDdW5rfH+sTeDbSFiWlS5e2v7u2Lf/hhx/cKqHgfbrkkkvcopwWBOtee+1lVq1a5RanDQIEKCLqwtEeR0GQ6ICj4cOHu9Wyyvz5C8MtSrSyesqUKW6VKBovUt1LL73ULcpps2fPtmtC9N5oh+J0RYAARUhTezt06BC126y2Ppk3b55bNeOtWLHO1KzZedvTRyV7rOy7777rVtnOeeedZ98TbQuDaDp+V++N3st0nZRBgADF4MsvvzRVq1YNQ0TTf3v06JE1g+xr124yl18+atvv2MeUL9/GjBo13q0SEwGStyVLltjjktP5CY0AAYqJ1j9o7UjQKOiqXLmy+eyzz9yqGWXTpj/Ndde9aU488Rl7DR/+tVslT3oa0/vAdjCxBWtotFhVH0LSDQECFLMFCxaE6x90/T3IfqP57bc/3Kpp76+/tprbbns3DI+nnprsVslXsJ/YFVdc4RbB6MlurV2gqveoZs2abnHKESBAiuiUvQMPPNA2DqVKHbOtAW5vxo7NnI305MEHPw7Do3v3+LffOOecc+zvf+WVV7pF+MeAAQPCDxuvv/66W5xSBAiQQtrevHPnu025cg3MMcd0sQ3x9dePMYsWpf++Ws88MyUMj86dx9unkXgRIAVT12elSpXs+3T00Uen1bgZAQKkga+/XrCtER0VNsinnfacef756dsai7/cqmlh5MhZ4c/atu0bdhzEx9lnn20bxubNm7tFiDB27NjwKeTpp592i1OGAAHShD7BDx36talR4/mwcW7W7BUzY8avbtWUmjBhnjnppGftz3fZZSPNH3/4b7dRr1492yheddVVbhEcderUse/VfvvtZ59c0wEBAqSZpUvX2i6hIESqVft7fOH33ze6VYvd5MmLzamnDrA/1/nnD7VrPxJRt25d2yi2aNHCLYJj2rRp4aadd999t1ucEgQIkKYmTvzJNGgwJAySevVeMmPH5r0tSFH77rvlpmbNgeHPsnBh4uM0wadqAqRw9KSm90vriBYtWuQWFzsCBEhj69ZtNo8++pk5+eT+YZC0a/dWUhrveGhQX6Gh768uttmzl7tVvAQB0rJlS7cIMSxcuNCULFnSvmetW7d2i4sdAQJkAH36b9781TBE1I00YMDUYhlkX7lyvWnU6OXw+37xRfI++QZnpLdq1cotQh7uuOMO+55pe5yvvvrKLS5WBAiQITTIPmzY12E3kq6mTYebadOKbpBd3zOYHaaB83fe+dGtkpBatWqlzafpTKFdnffZZx/7vmkhZioRIECG0SD7rbe+EzXIfu+9HxbJILte85RT/u4+u+66t+z3SaazzjqLAPHwxBNPhNN633nnHbe42BAgQIb66KMFpmHD/xtkr1v3RTNmzPdutYRNn/6rmTTpZ9O796QiC5A2bdq4RcjH5s2bzZFHHmnfu+OPP37bk2LRd2XGQoAAGWz9+i3msccmRQ2ya2PDxYu3XycQOX7yyy9577sV1HMVRYDonHQ1gldffbVbhALovJngKeSFF15wi4sFAQJkgTlzVpgWLUaHjf9VV412q4Rluu655323OBTU2bz5L7tdSXC1avWa3bI98mvaxj0R2iBQDWDbtm3dIhTC6aefbt+/gw46aNuHifVucZEjQIAsoQHv4cO/MRdeOCzmrriRTyAaEP/++5VuFSuop+1JunX7ILy0Kl6vHfm1RMddatSoQYAkQEcBaKt3vYcPPPCAW1zkCBAgRwTBoHUl+t8OHca6Vazi7MIKAuSaa65xi1BITZs2te9hqVKlzLJly9ziIkWAADkiCIbfftsQTgWeOvUXt1qxBsgZZ5xhGz8d3wo/P/zwg9lpp53s+3j99de7xUWKAAFyRGQwPPfcNPtnjZu4ijNAgj786667zi1CHG666Sb7PmqvrAkTJrjFRYYAAXJEZDBs2LDFnHPOIPvf2l03r3qRNN6hp5dkOu200wiQBGk1eqNGjcIZWRpQLy4ECJAj3GAYNWq2/e8mTYabP//8v3UEbr2iFARIu3bt3CIUYOrUqaZx48bhIHpwXXrppW7VIkOAADnCDQaFhmZV6WsKk7zqFaVTTz3VNnrt27d3i5CHzz//3DRo0CAqNIIxED19aJFhcSFAgBwRKxjee+9H+7X69QfZbq286hWV6tWrp2TwNxN9/PHH4QmOwaXDpW6++ebwKeTxxx93bytSBAiQI/IKhmABogbWJa96ReGUU06xDd8NN9zgFuEf77//frjpZHCVLVvWPPbYY9tCf4O5/PLL7df23ntvs3btWvf2IkWAADkir2CYMmWx/fqZZw60g+Sx6m3d+vdRttrKXQsWk4UAydv48ePDac7BdfDBB5u+ffuajRv/XsA5b948U6JECVvWrVs35xWKHgEC5IhYwRDQokKV9eo1KWY9BUfw9XPPHWyeeOIL8+OPq6Lq+Dj55JNt49ehQwe3KGe99dZbYbAG1+GHH26effbZ7cY3NHak8t12282sXBl7Z4GiRIAAOSJWMAS0rYm2NwnOO3frLV++zs7WCsqCS4dc6YyS1av9pveedNJJtgG88cYb3aKcM3r0aHPCCSdEBcdRRx1lN0rcsuXv8alIS5cuDU8n7Nixo1tcLAgQIEfECoZI2mAxMhxi0cr1++6baI+1jaxbvXp/c8st483778+3mzAWVrVq1WwDqIVwuWjr1q3mlVdeMVWqVIkKjmOOOcYMGTLE/Pnnn+4toS5duti6moGlo25TgQABckR+wSDaAl5BUFA92bhxi3n77R/MDTeMsU8ukWFSu/aL5qGHPjGzZhW8L1OuBoiCQQFRsWLFqOCoXLmyDZSCzvdYs2aN2XPPPe09qTxPngABUKD8zg9ZtmydefHFGXa33sgg0aUjdwcOnG5PUYSxXVHqklLXVGRwVK1a1XZhFVbPnj3tfdq6ZPbs/1vDU9wIEAD50rkfCoM77nh3WwOY/yfj2bOXb2vcPrWnI0YGiZ5S2rcfY09MDNab5BINfvfv398OhkcGhyYRvPnmm271fG3atMlO49X9WomeSgQIgHz16zc5DIKOHd+254QUREHz4Yfz7dntkd1iujR+ok0ZNX0422m6rabdavptZHBoeq6m6fpQEAWvo1XpqUSAAMiX1n3o8KggAHRkro7SLSytLdFBVzol0e3i0pnuTz892Sxc+Lt7W0bTAj8t9AueFIJLCwK1MNCXxkaC7i+dJ59qBAiAAmkhoQbGg4Zfx9v+8ccmt1qB5s9fbfr0+cKuJXHDRK+pPbl+/734j2ZNFq0Ef+SRR+wWI5HBoS1ItBVJokaMGBG+5rhx49ziYkeAACi0xx//PGzwr7hilPf6DwWSFidq6vDppz8XvmaVKj1NhQrXmNatu5gxY96Ouf4hHWlW1IMPPmj22WefqODQpofJ7GYKZq1p0D0dECAA4tK//9SwwdfMKy0yTIS6w954Y4659to3TcWK95hy5S40e+zxdzfN/vvvbzcLnDFjhntbWli9erW59957zV577RWGhjY21OC2tltPpnfffTf8HsOGDXOLU4IAARC3IUO+2vZp+O8Qadz45Xyn+cZj8eJVplevQaZSpb+3eY+8jjvuOPPoo4+aJUuWuLcVO20bcvfdd5vSpUuHP5+m1DZr1szMnDnTrZ4UderUsd/niCOOyHeBYXEiQAB40XhFsIiwQYMhZsGC39wqCfnss8/sWellypSJChJtHqiuoeHDh4ebChaXZcuWmdtvv33bE9Ie4c+z44472h1xZ82a5VZPmsmTJ4ffr1+/fm5xyhAgALyNHfuDOfnkv6fpnn32IDN3bnwb+lWqVMn90nYUElqd3bBhw3Dn2eDSamyFzKeffurellS//vqr7Urbddddo4KsRYsWZs6cOW71pLvooovs9zzggAPsDK90QYAASIj2vwrWemgbk8JsYRI49thjbcN4xx13uEUxqfuqV69e5vjjj48KEl3q2rnvvvvMTz/95N7mbdGiRXan4F122SX8Ptp76uqrrzY//vijW71IKKDUPabv3aNHD7c4pQgQAAn79NOF4WwqnSsydWrhGvF4AySSxhpuueUWO9DuhonWSAwcOND88Yff2IxC6LrrrjM777xz+Jr6s85uX7BggVu9SLVp08Z+f423/P57eq2XIUAAJIV26tUq84oVu5rDDmto3nuv4AVzwWaCd955p1tUaBpQHjNmjLnkkkuinhR0qcvpyiuvNO+8806BGxTK3LlzbYP9n//8J3wNvaa2m1+8uPhXzusJKAgxn5AtagQIgKSZOXORqVDhIlOixB624X399dfdKlG0bbkaR21Nngy//fabeeaZZ7Y9DZ2+3VPJgQceaBvhWJsPfvfdd+aqq66KGmPRIU16wknlrC99/yDEUvlz5IUAAZBUM2d+bfbdd1/b8KlBzm/NwtFHH23r3XXXXW5RwvQ08f/+3/8zhx566HZhooOs+vTpYz755BNz2WWX2ZlUQZlmWCloli9f7r5ksVq1alU420vdaemIAAGQdN9++60pV66cbfzUOD/33HNuFasoAyTShx9+aFq1ahU1/da9NKPrnnvuScnRsLH873//sz+XQri4BuzjRYAAKBLz5s0Lty/X6uwnnnjCrWIqVKhgy7UorzisX7/eDB482O5NpZ9J31vHwmr2lrq/0oV+zmBblEsvvdQtThsECIAio0Hg4ClDl/aLihTsLKtP/sVNT0kKjlR3VcXy5JNPhsE7ffp0tzhtECAAitTSpUvtNiRBiEQOmB955JH2axqrwN+0gWQwblO/fn23OK0QIACKnAaETznllDBEdAb61q1b7eI/AiTaoEGDwvdJYzfpjAABUCy0qO/MM88MG0et5g4CpGvXrm71nKRQrVy5sn1PTj31VLc47RAgAIqNBofVLROEyO67727/t1u3bm7VnKTz0YP35rXXXnOL0w4BAqBYbdq0yVx44YVhQ6lLK71h7Fnpej+0Ql9PI+mOAAFQ7LT9yBVXXBEVIhpo11jIlClT3Oo5QUfeBu/FCy+84BanJQIEQEpob6qDDjooKkSCS19v3769PYVv8+bN7q1ZSWec6Hc/+OCDM+Z3JkAApJR2mB0yZIjdUiTWSvFSpUrZA5uGDh1qzx7PRl999VW4sPGxxx5zi9MWAQIgbWh8RDvnatv0WE8nOoujbt26pm/fvmbhwoXu7Rkr6M7be++9zdq1a93itEWAAEhbOspV4yJVqlTZLkx0nXjiiebee+81M2bMcG/NGPPnzw93Ac602WgECICMoIZW3Tu1atXa7mhbXVq9rdlc77//vl3NnSmuv/56+/Nr+/h02cixsAgQABlHK9tfeukl06xZs3AtSeRVpkwZ07x5c3uWuu+phMVB27wE56x37NjRLU57BAiAjLZx40bz9ttvm2uuucaULVt2uzDRiX5avKiDplJxqmB+tI29fkaN7WTimA4BAiCrTJo0yTbMwXG57lW9enXTvXt3M2vWLPfWYqUZZXpS0s/UsmVLtzgjECAAspZOJXzkkUdMzZo1o04dDK7y5cvbY2MnTpxYqDPTk6lnz572Z9hhhx1iHrObCQgQADlB534MHDjQbqMSjDtEXppCqyeBV1991axbt869Pak0XTnobmvcuLFbnDEIEAA5R5s6auPCNm3amP3222+7MNEphQ0bNjQDBgwwS5YscW9PWP/+/cPv9fnnn7vFGYMAAZDTtGnhJ598Ym6//fbwhMTISyvETz/9dHua4pw5c9zb46ausuD7nHXWWW5xRiFAACCCQkJhodAItheJvNT4K2wUOj475o4YMSJ8rXHjxrnFGYUAAYA8qPtK3VjqzlK3lhsm6v5q3bq1eeONN2y3WGFUq1bN3lu1alW3KOMQIABQCBpY1wC7Bto14O6GiQbmNSCugXoN2Mei3YWD+sOGDXOLMw4BAgBx0jiGpv5qCrCmArthoinDmjqsKcSaShyoU6eOLddRvjoTJdMRIACQIC1K1OJELVJ0w0SXFjWqqyv47379+rkvkZEIEABIIm2Xom1TtH2KtlFxw6R06dJmw4YN7m0ZiQABgCKijRy1oaM2dgzCRAdnZQsCBACKgVaf63yTbEKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvPx/LHBDhYoRzpgAAAAASUVORK5CYII=)
| Product Number | 3H33-9-04 |
| CAS | 258264-42-5 |
| MDL Number | MFCD06796347 |
| Molecular Formula | C13H15Br2N |
| Molecular Weight | 345.078 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory