![8-(3-Bromopropyl)-1,3-dimethyl-2,3,4,6,7,8-hexahydro-1H-imidazo[2,1-f]purine-2,4-dione](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABDQAAAQ0AECm/AqAAACvXpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXi/HZBpsqSdWtmjSp26S1k/ZucgltkQJUQPPw7XcHfQgkCwqRn/6/s893tueXu2INm6xu8qpcBChkAFmZVqu8fFwEv+++zlxwuZynJCJh2SyCp7Z9vgjD7XYr0qes8LuqFGlVBP34xa7JB5qtFlX9GCopMfzz/ea2Y2Z52bS+TDOimvyi6TpvqtS33Sr+M0VY+HqTl2EvD4t601v7qyR/UuyaVfDhyxcauyIUHvJ1Bg9VXfgWNkoK+uQneMzKrPZttoL7PXVrYcj35fz7dZW+FFnZUpUt5Klf37b1S0odRbXO0hcyRpVv14ugQAJ8WxVXde33wDXu9ghegdfgDfgIfAzegnfgE/Ao6U/jSAIkBZIESYMkQlIhyZB0iuOwznghd/vnjLyBH/Dx59/nuiv65s+3knZULQIpjE4cSOFc7EAJ7eIItIgjKcEIZ62DWBi0EVihjUVw1BkpSISTxgKi0FqxxsXGQCRiKRMCtdVI1pzWBlBYJ2NqKUVmaFcdSWZSWKsklxjHCDMUcRy5APa0KC0sWsOE0TSHcIlOqGWtYWvOGMcFUksLaZTimSLaLAqMdQl1OmfZJ22k5RkinVhuus5To6Tq5pdkfKYEkl1ua5LxOgw7jQIx4cLESUzBC9+jt5zfV+XqoAr5ahHcY9CF9Vf20KjXyAZQ1auspsPCBlh6CKghwHnwDlydAvQQ4Kw5D5ghwDl2HoiGAGfkeR/iIcD5ex6wQ4Cz/TzghgCfjfNAMgS6k3Se4PGRF4gTyDja3UGdYEYB7w/2BKOPIoITWYKjqPd3xwQTHaXWJDIKfX89TTCj6PfX2TujTjLuBGMn5hnlQH9dTpxGeYJJzs+j8OgITyLjJHi9wY+3IDy4ZcK394SqR29NePAQhfT8Lv8BNEg0c4NKk5EAADh8SURBVHhe7d0JvNVz/sfxsa8xlsLYt2aYIfMfUUOWMEMke0Uk69gzJmOL6i9LmIjMv0IaSypFUkNCokgqEamEUsm00KJF+P7v+3vnd9377Sy/87nn3HuW1/PxOA/u+f7Ouefe0/29z++7fL6/cAAAGPwivAMAgDgIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAMjQ+++/75YtWxbeXeMu+cMfqtwuPfhgd92xx7q7zj/fjRkyxP3044/hQ7KKAAGADDRv3tz94he/8LftttvO/aHsxH366ae76667zvXo0cO98MIL7oMPPqiRgFFoVKbAWP7NN27quHGua5s2rn+3blXas40AAYCYnn/+ebfeeuu5bbbZxh1//PFu//33d5tvvnlFoIS3MGAefPBBN2zYMDdz2jS36rvvwqfPWBgglS2cN89d3aRJeHdWESAAEMNnn33mg2OLLbZwU6dOrdL29ddfu/Hjx7uBAwe6bmWf+i+//HLXrFmzhAGz4frru8N3282f/K9t2tRfKfxfhw5uUPfu7rUBA9yUMWPcvE8/datjBEyqAFlUFiDtjzqq4msd+/3q1a7/3Xe76447LuVj4yJAACCNNWvWuIMPPtgHQL9+/cLmtKKAGVAWEP+45x7X49ZbXY+rr3a3nXmmu/Kww9YZy4huYcB88dFHVZ43DAF1Ya349lv3cdn3uuO881y/zp0r2nTs42Vfv/vSS27VihWVHmVX1AGiNzudOMdUNm7cOHfqqae6evXquU022cTtvfferlWrVv5+AMXpiiuu8OeKCy+8MGzKimWLF7vPy65qJowc6V4qC6in7rzT9bjqqnUC5uHrrqvyuDBwKt86lT22clDovleeeqrSo6svs7NngYkTDnGOifTq1cvVr1/fX6YuLnvDV65c6YOjRYsWGT0PgMKhqwb9fR944IH+b742RAHzXTAwH16BiK5APhw71nU87TT3/MMPV9yvY9WtlU1FfdaLc1KPc4xoVsUee+zhFi5cGDZ5nStdKgIoDjNmzHBbbbWVq1Onjps+fXrYXOsSBUhkVtk566bmzSu+1rE/rF1b6Yjqi3f2LFBxwiHOMXLRRRe5hx56KLwbQJFatWqVa9CggT9HPPPMM2FzXkgVIKvLrpYub9So4utUx1rFO3sWqDjhEOcY0VjHzJkzw7sBFCl9aNT5QTOq8lWqUNAVyI0nnVTxdapjreKdPQuU3vw4tzg23XRTt3r16vBuAEXoX//6lz83aA1HPv/dJwqFFUuXVoyBVB40T3RsdcU7exaoOOEQ5xghQIDS8NFHH/m1Hr/85S/drFmzwua8Es680q390Uf7UiYTXn55nWOzLd7Zs0DFCYc4xwhdWEDxW7FihV/8p9Xmzz33XNiMQLyzZ4GKEw7RMaNGjXLHHHOMn22x0047ubZt27oFCxZUHKf+0J49e1Z8DaD4nHvuuf6ccO2114ZNSCD9GbaAZRIgR5dd9g0ePNjNmzfPF0HTtNymTZtWHKdpvHvttZdbtGhRxX2VdenSJbwLQAHp06ePPx80btzYff/992EzEkh/hi1gmQRIaPny5b6GTWVaSPib3/zGDRo0yC1ZssQvKnr77bdZSAgUOJVn32yzzXzxwzlz5oTNSKKoz3pxTuqJjlE/6J133ulOPPHEsMmNHTvWnXLKKa5u3bpu44039mMjrVu39kECoPAsXbrU7bvvvm799dd3w4cPD5uRwrpnzxKnQNFNta4YNAeK31lnneX/5m+88cawCWkQIAnoE8ltt93mmuS4lj6A2qXqEgqPI444wv3www9hM9IgQJJQiGguOIDiNGHCBF9Re4cddvCTZ5A5AuS/VKJ90qRJvv6NBtGuvPLKhGMgAArfN9984/bcc0+3wQYbuFdeeSVsRkwEyH9pH+OGDRv6mRi77rqru/TSS33J9jg0VlJbZZ4BZC6aOdmpU6ewCRkgQKrpp59+8qHTsmXLsAlAHrr33nt9eBx77LHuxx9/DJuRAQIkC37729/68RKuQoD8pmn4G220kfvVr37lt5lF9RAgWXDDDTf4TzTDhg0LmwDkCVWRUPf0hhtu6N54442wGQYESBboU40C5JJLLgmbAOQBdTWfcMIJ/u9Ui4SRHQRIFqgfVQsPdVmsf6gA8kvXrl19eGhmJX+j2UOAZEm7du38P9B33303bAJQi0aPHu2n6+62226xZ1YiHgIkS4YMGeIDpGPHjmETgFqiLRm0PYPq1lGvLvsIkCxRAUbtWnjQQQeFTUDB0/iedug76aST3FVXXeXuu+8+v/3Be++9l3SLg9qmrmVtyaAPdv/4xz/CZmQBAZJFzZo18zuZzZ49O2wCCtaYMWN8F5Cq1UbFRsObNmI74IADXPPmzasEzMSJE2stYG699Vb/2lRlArlBgGTRP//5T/8PVgXaEN8f/tDLHXtsP/fZZ9+ETRV0DGqe1krsvPPOfu2EZhuqBMjkyZP9dq/du3d37du399sb6MpbVyhhsMQJmFyMS4wcOdIHnjaB02tGbhAgWTR37tyyP7Qt3emnXx42IQWFw5Ah09yFFw51ySbIECA1T11Axx13nA+Ae+65J2xOKAyYa665JlbAbLXVVlkLGP0dalakCiWqiw25Q4BkWcuWj7vGjR9x333HlphxReHwl78M80GSCAFS87Sts07uJ598ctamviYKGNWlatCgQdqAOfDAA/1rSRUwa9eu9dsw6DE9e/as9J2RCwRIlvXq9Z4/2Y0aNStsQhJROHz55VJ3wglPlp0Q1i0JQ4DUrFGjRvlxjz322MNv31xTUgXM1ltvvU6whAFTv359/3WrVq3Cp0YOECBZ9sknC/3J7tZbXw+bkETlcHjyySnuppterdRajgCpOfPnz/d7ZKgLKN/WNSnM0gXMlltu6ZYtWxY+FDlAgORAs2ZPuWOO6ed+/DE7l/3FrnI46HfWtu1zbty4LysdQYDUFO3Kd+SRR/oTcY8ePcLmvKcZX9rTBzWDAMmBO+9805/wJk36KmxCAmE4fPrpYnfaaQPKTgRrK+4Lj0Fu3HTTTT48zjjjjLAJWAcBkgNjx87xJ7wHHngnbEICicJBY0mVf3+JjkF2jRgxwk993Xffff2WzkA6BEgOrFnzg2vS5DH/KRrpJQqH77//0bVu/aybMaN8hk2iY5A92sZ5u+2289UUNMYAxEGA5EiHDiP9SW/27G/DJgSShcPUqV+7du2e9+MiyY5B9X3//feucePGvuuqd+/eYTOQFAGSI2+88YU75JA+flYWUksVDvfdN84NGDA15TGonltv/afbeOPtXJs2bcImICUCJId++IH9lkNLl652nTuPdt27/1wZNVU4aCD97LMHVznmueemuWef/SjpqnXEN3r05+6AA7q6o466xq1Y8V3YDKREgKDGvPPOl36hoMLgxhtHhc2xqeSJnqN9+3/7QILNvHnLyoKjrzv88Ef9zDcgUwQIcm716rWuW7ex7uCDe7lGjfq4xx+fXK01Mt98s8pdeeVwHyInnfSUHytBZjTR49xzh/jf4YsvTg+bgVgIkBzQHyXVZct9/PFCd8YZA/zPe9ZZg9z06dkp7a0AeuSRia5hw97u0EP7uKef/jA8BCncffdb/j3p0uWNsAmIjQDJAf1hlnp1WZ3gH310kj+56ySvwXB96s22CRPmuT/96Qn/+9TMtxUr1oSHIDBy5Cz/+2rVapC/OgSsCJAciMKhVKvLzp271E+/1c+osi7vvjsvPCSrFi36zl166TD//Vq06M/MtxQ0rfyII/r6dUpMMUd1ESA5EIVDKVaX1QwpnZz086ko4rJlNXNFoCuehx+e4K92VE5fs7RQla4AtThT783LL38aNgMZI0ByoHI4lEp1WYXktde+5H+uo49+vNZOUCrCqPEnvY6bb36VfVkq+d//fcP/Xu66682wCTAhQHKgcjiUQnXZ0aNnuuOO+5f/mS677EX39dcrwkPSmjFjhnv99dfdwIED3eOPP+7/q691f6b0/S+4oHyq7+mnD2CKapnhw2f430ebNoNzMhaF0kSA5EAYDsVaXXb58uXuiis6uN12O9t3G2kmVLJJA6GpU6eWfSL+X3fEEUf4+kvhBkGVb2rXcTpej4tDizhVjFFThw877FH3wgulO1V11qwlfq2H1nxofArIFgIkBxKFQ5zqstVZG1HT3n77bbf33nv7E3yTJme6mTPTl67XHtv9+/d3jRo1qggH7Xp38MEHu3PPPdd16tTJb0OqKxD9V1/rfrXruOgxeryeR8+XjkrKqEtNv2+tgF+5smbGZPLFypVr3ZlnDvRB+vrrn4fNQLUQIDmQKBzSVZfVLCJ9ir/ooqHuwQfHuzFjZpd9ws+/k532nL7lllvchhtu6E/qN9xwgy/Gl84rr7zifve731WExoknnuieeeYZ9+238WYC6Tgdr8dFYaLn0/OmM3/+cr9o7te/vr7sk/jZbtq0xDPjilHHjq/5f2uaRg1kGwGSA2E4RFJVlx069BN3zjmD/SwitUW3li0HuTvueNP3Yav0RG3SiVdXAzp577nnnu6tt94KD1mHurkuvPBC/xiFTrt27dxnn30WHpYRPV7Po+fT8+r59X1SWbv2R3fTTT3d+utv4rc8ffrpp8NDis6oUeXrPfRvTj8/kG0ESA6E4VBZuuqymjWkmlHq8tKAdDQlNrppWvANN7zi+vf/0K93qKlurwcffNBtvvnm/oR9wQUXxNpzeubMmRVXHf/zP/+T9X0m9Hx63uhqRN8vnUGDBrmtttrKP+Yvf/mLW726eGtp6SpWV7QLFqQOV8CKAMmBZOEgiarLpqKAmDZtoR+gvv76V9yf/1y+6jq6KWCuuGK46917ohs/fm7W+/jnzZtX9j3/7E+4devWdc8991x4SELvv/++P16Pu+aaa3zXVy7oefX80evT901HQXPQQQf5x/z+9793n35aO1OOgUJHgBQgzaRRAbyuXcf4AdLKgbLnnue4Ro2OdO3bt3fPPvus++qr9IPbyejT+rbbbutPtBp7WLBgQXhIQh988IF/nMYq+vTpEzbnhL6Pvp++r75/OqtWrXKXXHKJ/9m23nprN3jw4PCQvKX3mVpryAcESJZokHzQoI9MayCqS6u9Ndvo/vvfdM2bX7vOtNh99tnHtW3b1u8299FH6Vdoa8Bas5/02C222ML985//DA9JSoG12267+b21n3jiibA5p/T99H31/eMG55NPPunHRKIrpTgTAmqbwqHUa60hPxAgWaBupmgL24ED05+gc039+hrgvvvuu93JJ5/sttlmmyqBoq9btGjhunXr5saOHVtlHGD06NFu991398cdeuihGS3k07RardfQY/W9a4O+r76/Xkecab7y8ccfV4zV6GeePXt2eEheicKhVGutIX8QINWkT4CdOr3u/2A16J2vq3y1AK9Xr17uvPPOc3vttVeVQNEVy+GHH+7q16/vP8FrdlPnzp0zHre46667/POdddZZYVON0vfX69Drieu7777zV2l6nLrBXnzxxfCQvBGFQynWWkN+IUCq6d57x/o/VpUrKaS6S/Pnz/djHOq20UymaG3FZptt5t59993w8LS++OIL/9idd97ZLVmyJGyuUfr+eh16PXpdmXj00Uf9bLP11lvPXXXVVX7A/fPPP8/4eXKpcjiUSq015CcCpBo01VZ/qFqrUehbqy5dutQPJu+4445lV1VJOtZTaN26tQ+gfFlfodeh16PXlSkNwodXaalu9erVc3vsscc6t9/+9rfuqKOOcieddGHZB4w+7pJLhlXcdNWa6KZqBfp3VfnWr9/7Vf59VQ6HUqi1hvxFgBhpWq3+SE85pb/fj6K6dALXJ38VEBwwYIAv56H/6mvdH3fFdnVofYdOiOPHjw+bUtI4ibq+DjnkEFP45IJeh16PXlcm4ziRaCzlwAMPdOeff76/KQwS3RQUYXjopmDRc/zyl793++13i//3Yr1VHuvQ15UVa6015D8CxECF+VRbSP3P1tXhWq9w7733+umx+tQffqpNdNthhx3c8ccf7/v2FSrZPlk///zz/vuoVEkmLrvsMv+4fJsKq9ej16XXlykNpmss6D//+U/YlBUqr6J/O+Hto4/+4957b16V2+TJX/lZfpFE4RCn1hqQbQRIhl599TNfbuSYY1LPw09k7ty5rmvXrn5abeVgUFkQBcm1117rCwhq2qyuQPRfff3Xv/7Vt4eP23XXXd2NN97oPvnkk/BbmaxYscKPG+hTd1xr1qwp+4T9Sz9zK+6sp5qi16PXpden1xnXrFmz/BiIFlDmo0ThkK7WGpALBEgG3n77S1/wUFuCfvxx/G1TNQh78cUXu4022sif+DVI26ZNG79uIe56hcjChQt9UUHVf9KJMQoTTcu1DH6HFFQ6ecYdNB46dKj//tdff33YlBf0uvT69DrjUsjrMQrxfJQsHFLVWgNyITsBMmWKRlGd22knV3aWLP9vq1bqpwmPLFhTpizweyr88Y+PuokT54fNCa1cudL9/e9/dxtvvLE/Ie23335+MV+cOlJxaP2GxkmaNGlSESSnnnpqtdYxaKqvnke1r+K44oor/PHvvPNz90k+0evS69PrjOuAAw7wU5s1LpWPUoVDulprQDZVP0DKTmCuXj3n7r/fuTlzdC2tCerOPfCAczvsUN5e4KZPX+T3lDj00D7urbfinZzfeOONipk8+q9mBeWyi0cLAI888kj//bR6/J577jGNkaj2la5AjjvuuLApIZ1stZI70zUjNUWvS69PrzMOrZfR7/C0004Lm/JGqnDItNYaUB3VCxBVP61b17kPPwxbyun+7bcvP65AzZ79rd+uVeMecff51slbA7C66QpEVyI1Rd1iGmzXSVB9+JZBYJVs11VTuk/gugLS+hHNRMpnen16nXEq7958883+d6ctdQGkVr0AufxyLcMO761K7ToupE/H48apUz9syRvz5i1yxx/fx3+aGzz447B5Hfq0q7ENnYC0kG2cfr5asHjxYnfSSSdVvI4p6mLMQJcuXWKdRFUCRMepKGE+i4om6vWmo10W69SpU6OhDxSq6gVI/fq65g/vrUpXITou9OqrZd/9F+W3X/9aixC0DNi5LM0oqi59cm/Q4MiyE/Bp7rHH0vfva5bPKaec4k9Uhx12WOzKtbmktQxaB6HB9jFjxoTNSWmfDf0cKqiYyssvv+yP06BzPosGxfV6U9H6Fx2nDwEA0qtegGy6qTpdw3ur0ie5zTYL7y1/XLduzjVr5tzWW/8cJrqp26vsZOzuu0+joOXjKjVIi/a0T4ROJh073hE2r0NjGxq81vEaO1BdpXyhGVvqjtL03ExCRBVtt9tuO/fDD8lre6lcvH7mhx56KGzKK3p9ep16valoGrWOGz58eNgEIIHaC5CQulkefti5s892bvfdqwbK5purI1sd1M6NGKFl2+Gjs0YnfxUW1Ikk7gK06MRz7LHHxupnr2kvvfSS22STTfyVSNzurGh2lSYDJKPxFh2j+lH5TK9PrzNVeXl9CFB3n0KzEEq6JzNixEw/CwuoCdULkOp0YaWjmVxln57dVVc5d9BBzq2//s+Bst567qsGDdwTZSc5zW6qzrTVytQNpZXeOtmcc845sWZN9evXzx+vcuA1UW7ESlci6s7aZZddYg2sK3T0c/3tb38LmyoU0xWISsbomHwfz0lHFaEPOaRPwddmQ2GoXoDoE3rnzuG9VSUbRM+U1k6UndRcx47ONW3qxm2xhWv6i6qrslU4TycLlQnJdAqrumrOPPNM/1zNmzePNS1VK5a1v7Y+2WuxYL6L6jspJNP9fhSmGkxWifdkimkMJBpoV5AUsr59J/tJH7oSAXKtegEyfXr5eEW6abyGYnbp/FR2gp/y7ruue/fufs5+VLguuunErhPl7bff7k8KqcYldDLVym49TlM+td1pOnpMtIAvXyrQpqPXHM3OUh2udM444wx/bLJSKdOmTfPtF110UdiUV/T69Dr1ehNRl5W6rtSFFeeqM5/NmrXEB8iNN44Km4Csq16AiE6eWkiohYPqdlL/8dy5zvXoUX5/DZ5cVXW1b9++/oShVd+VA0VlRFSdVeMVzz33XJVuHNWa0jENGzaMvUr8qaee8o/RVUsh0RRfrRPRYsN0XX9R95x2LkxEVylaX6Hd//KZXp9eZ7J6WC+9NLqsfXP/b6MYtGjR3x15ZN+yq+jCDkPkv+oHiEye7FzLls7tuGN5KROtQNfXkyaFR6qvqHxA/I9/dK5DBxVT0g5A4VFZsWjRIl9hVv34jRs3rigpEt3UPaPNlPT/Ksmt4+PQGgF1mWlmU7qTcD6KBr81cywV1d3SiVdXWskcdNBBvrZXspNzbdPr0uvT60zmb397uuz9bOUmTky/TqQQqJyJrkLGj58bNgFZlZ0AydSJJzq34YZVZ1rtv79zF1/snArYfRpvxXem1DWlWUV33HGHLxqoANCJVKUuVMIjrp49e/rHadVyoYr2Lk9XgFHhoRBJFq7t27f3z5NqtlZt0uvS69PrTGT16rVlP+Nj/lN7sZgwYZ4PkHvuGRs2AVlVOwEiGpPQYsIuXZxT2ew6daoGiq5mTj/due7dnXvvvfIrlyxS94xmJWns5MNkYzgJqI9cq5X1qVaf0AuVamfpxHryySeHTVWo+0rH6feVyMiRI317JsUKa1I0HVmvM5FXXpnlT7Y9e6YO0kLyww8/+tptzZvXXPcxSlPtBUhIs4LUFaaxE3V/7bJL1UDZYgvnjjnGuVtvdbNfftktjzlWkcj//d//+TpVGjhV8bxMvPDCC/6EFHeNSD7T1YUKJyYbXJZooFwD6olo9tpOO+3ktt9++1iTD2qSXo9el15fsgWRHTqM9AGiwedion3S9XPNnFm+PwiQC/kTIIloT4onnyyfLqxNjspOZMvLbn8tu+nqQavFr776al/SXJs1xaXwULdMuu6bRFq1auVPqJMSje8UGNW60s+iTalS0ViRpvQmG+fQDoZ6HnXt5ZOoqzHZDovLl6/x+7toT/tio8KfCpBHHy38f6fIX/kdIKFvv3XLhw93T5Wd8NSHH41hRDft7Kc6RtrJ74MPPggfXUGzsfTJO5PQEU0F1uylX6t2VxHQJ/RtttnGTwhINX31uuuu879fLS5MRDPa1KWn8ieppkvXJL0OvR69rmQLJ4cNm160J9lly9b47Qfatn0ubAKyprACJKBPxG+//bZf06BChuqSqhwoWuCndQ933nmnrwMVdbFEK5PVlZWJESNG+McV8uB5KFr/MmHChLCpQjRekmqcI7oKuemmm8KmWqHXkerqQ668crjf237u3NyVxqlNf/nLML8NwaJF+RHqKD4FHSCJqM/+kUceceeff77bd999qwSK6kFpOu+ll15q2vP6hhtu8M8zalTxLNJS959+prvuuitsqqDxg2233dZ/ok9Gn/j32GMPv96mtsrYR/T99Tr0epJdES1ZssqX/Dj//OL9hP700x/6K6znn08+xgVUR9EFSOjrr792Q4YM8YvEtFAw2pdcN4XI8uXLw4ckpTLtevyKFSvCpoKl7p04YRrtc6JS78noKk/jSwqaTPd6zxZ9X31/vY5U1YcHDvzIn1x1ki1WurLSz3jttYm7HoHqKvoACekT6WuvveZLluiEqFXpcalLLO7WqIVE05I1UymV6EpFm02lEtXb0sK9mi4uqe+n76vvr9eRykUXDfXdOwsXJr5CKRZnnjmw7IPPo369C5BtJRcgEc3A0onmAm1kFYM+qev4dKu3C1GzZs38z5bqhK/tbbWSX1dx6URrL3Qyr6krEX2fKDxSjdXIggXLfXhojKDYPfTQeH8VMmZM4VVMQP4r2QBRYUF96lZdqFQzkCLvvPOOPzl1UPmVIhPtZ5JqIF20WZa6u9Kt2tfvMwoRdSflekxEz6/vE4VHuvfzX/+a4k+qQ4YU/9jAlCkLXIMG/3AdOw4Om4BqK9kAkYsvvtifdOKc4KL9MVINNhcqlXbRz5ZstXakR48e/rhevXqFTQmpG0ljEbppVlSyAW0rPZ+eN/oe6bqtIm3aDHaNGpXGnhk//viT23//U92++zZJW8IfyFRJB8iwYcP8CTHdQjoplM2TLB588EH/sw0enPpTqvY80XGaGh2XBrI1Gyq6GtHivuquWNfj9TzRVYeeP9WAeWVz5pQPLLdv/++wqWipm1a/J8vCWSCVkg4QVdXVQjNV4k2nULZvtdC0Z/1sqbZ8jRx44IF+AWcmVxP6PXfs2LFi4afKi6irSYUOk61uD+k4Ha/H6fF6Hj2fnlfPH9e8ecvcqac+U1KVajVRRL8v/a6AbCrpABEVE9Qfl3YXTIUrkHJaRKljVSY/U5qIoMdr7EnPoZsCXNOjtSNgp06dXO/evd3jjz/u/6uvdb/adVz0GD1ez5NshTmq0rTzTTfd1DVo0CBsAqql5AMk+vR9//33h01VMAZSbvz48f5YrWC30sLEV155xV1zzTUVM6fS3XScjtfjkhVGRHLavkATIL5QfTkgS0o+QDT9U4UZmzZtGjZVEc3C0uZUxSbuLCzJdPZaHNpS9uOPP/ZbD2t7YF2B6L/6WverHdWjsj16j3W1CWRLyQeIHHrooWWX+HXct98mr4mkvT/0B6iaW8XmhBNO8J9OU60DqSzaY1x1yPKRBsmPPbaf++yzb8KmCjqmlKhwqN7jP/3pT2ETYEaAOO1Z9YTbddeW7sUXJ4ZNVahybZwB90KjKsa/+tWvwruTivZEyZfCiaFojceFFw7128wkUmoBIgcffLBfDLqsGnvpAJURIGVmzFjoTyjahCcVlZDXeoNi+gNUF54+mWo1elyagaVB7d/97ndhU16IwkErzZMtFizFAOncubMPfu0DA2QDAfJf2v5T24BqO9BkopLl//538awhePLJJ/3PpJL4mWjevLl/3GeffRY21booHL78cqk74YQn3eLF607zLcUA0SZoes/OPffcsAkwIUD+6557xvqTyoQJyct0aAZQsQ2kn3POOf5nev/998OmlPr06VPRjaUFhuFNtbNqS+VwePLJKQmvLEsxQESbh2nfHGayIRsIkP/SwjKdVO67L3lZk9WrV/txEK2ALoayEOqK0w6L2jclU9G05kxv2pNFK8ej2x/+0LrsKqG3vwLUmMUllwxb5/a3v73sOnV6fZ1b165jXK9e77nevSf6FeaRyuGgUh7alW/cuC8r7pNSDZDLL7/cvw9alAlUFwHyX2vX/uiOPLKva9Gif9hURTQDqRj+AKOriK5du4ZNKWlqrVaDa+xEM9i0eVd4a9GihS+ZH97++Mc/BgFyTlmAPOIDRFuw6sRuuT388M9TkMNw+PTTxe600wa4Vat+LmkeHlMq1P2q97yYrqJRewiQSm68cZQ/scyatSRsqqDg0B/gGWecETYVFK3h2G+//fwGWZnsDa8xj5133tmHR9++fcPmnND+3ipBEt5mz/7WvffePF9xVh8AIonCQVcqDzzwTsXXiY4pBRoH2WCDDdxWW20VNgEZI0AqGTFipj+x9O2bfNc9OeSQQ/wf4YwZM8KmgqGFegpCVSSOa/78+X7zKT0u3cr92pQoHL7//kfXuvWzZe/ZYv91omOKmbpcu3fv7kua6P1TaX6gugiQSlTeW/tkt2uXus6Takbpj7BVq1ZhU0FQ8cG99trLX31owDuOxYsX+2m7+rlVoyqfJQuHqVO/9u+txkWSHVOMvvzyS3fMMcf4904VBFSFGsgGAiSgQVvtVpdo6mdEn+YaN27su3FUbqPQ/P3vf/cnE/03Du0br7EOPaZ9+/Zhc95JFQ6aJDFgwNSUxxST/v37+62Y9d5pXIoClMgmAiSgaZ86uQwd+knYVMXEiRN9N5bGETIpbV7btHmWrjzUFRWnDLpmnkWfXtu1a1cQs89ShYMG0s8+e3CVY156aaYfTykm33zzjb9C1vtWp04dXzQUyDYCJKATiU4umjqazl//+lf/B1qdyrQ1acGCBX4AXKvp48wi01oBfWrVz3jaaacV5dqB5cvX+G7LJk0e82NgxWDUqFF+vYfeN816S7dVAWBFgCRwxhkD/AllzZrUJ0xtcqT6QvpD1ZTYfKarJO2rodcaZ9W5rjS0YlnHqwBf3I2fCtFrr33up3Drg8Ptt2uTq9Tve77STo3qYlTXqq4yNT27GEMf+YMASUDTPXUyeeut2WHTOvTprm7duv5TvYoM5iN1Q2nWjcKgTZs2YXNC2vkv+gRbSF10VnPnLnXnnFPetaXZWpUXJhYCTc9VoU+9Z/vvv7/vYgVyjQBJYPLkr/yJ5I473gybEtI+GltuuaXfYnXo0KFhc61SSZFjjz3Wn1hUin7t2p8X0yUT1fzSJk7qSy8VuvLQe673/ogj+rpRo/K/60frebTJmars6srj6quvjjW2BWQDAZKApnlq3+wuXdKPE0TU76wQ0ZVIvnRnaYpuNPX21FNPjdUNpe4tHV+/fn339ddfh80lQYPq6sJUkHTrNtavIclHen8PP/xw/35pbCvOjpJANhEgKWQ64ejdd9/13VnRwHptdv1ooWA0fVOD/XF2D1Tw6VOsBmBnz07ffVfMvvjiG9ey5SAfIueeO8SvfM8njz32mF9Nrvf3rLPOckuWJK+eAOQKAZJlGhOJBtY1xXf06NHhITmlE/+ZZ57pv79OMP369QsPSWjAgAF+WnK9evXcJ5+knsJcKlavXus6dx7tQ0Sl/t9444vwkBqnnTF1Nan3Vx8QVI4fqC0ESA5oD2/tM64Tsv7QW7du7aZPnx4ellU6sdx8881+HEbfU10bcffqGDFihO9D1wlJg7Go6oUXprvDDnu07INBL3f//W+n3DMml4YPH+523HFH//4effTRbs6cOeEhQI0iQBLQJ85s7KmtmTBasa4/+PXXX9+dfvrpsdZfZEInfJXojoJD3U+ZfCp98803/e6Cuun/kZgq+p5++gD/vl9wwVD39dcrwkNyZsWKFe6yyy7z76/K4d93330FsaATxY8ASUAniWztqa0/9CFDhriGDRv6E0B0klc5bZXWznR7XJ1MtLGVZkppoDt6Tq0sf+ihh/xagLgUcFtvvbW/+tD+Hkjtu+++L7vKe9W/940bd3Gvvvpzdd9cGT9+vN+vRe9xgwYN3IcffhgeAtQaAiSBKByyvaf2mDFj/OB6NLitm7q5NFNKU2wVKipU2Lt3b/f444/7/+rrDh06+H7vAw44wC8Qix6rzaDUPab1J3EGySubNm2aH/DX92eP7MwMHDjJ7b5787L3YnPfbZiLxXqabn3bbbf5WX16j/RvIM4sOqAmESAJROGQqz21tbAvuopo0qSJ3+UwCoVUNwWPFvbdcMMNvj/cOsvriy++8FdBmnFFjSSb99//oKK0vcYjvvrqq/AQM42XacsAPbc23cp2tyeQLQRIApXDoab21F60aJF7++23fXVfTcHVFYj+q691vwbJs0H1sKIuEfWlw06LNDWupd+lBrdfe+218JCM9ezZ019Z6jnbtm1bq3vLA+kQIAlUDodi2lNbawXUj66TU8eOHcNmGD3wwAO+a1FdTV26dMm4O1F0BdOsWTP/3my33Xbu2WefDQ8B8g4BkkAYDsWwp7YG36MZYVdddVXYjGrSYPfuu+/uf79//vOfM9p3Q5MstMe8Hnv88cf7nR+BQkCAJJAoHNLtqV15T+58U7mY4nnnnccU0BzRFd5JJ53kf8+77LKLe+utt8JDqlD31Pnnn++P1zRqdV8BhYQASSAMB0m1p/bo0Z/7r5s3f9p17Piae/bZj/xVSz7QDKFo5bJmeuVixhB+pnC+++67/ewp3bp165YwsDUjTwPkel80xZvV/yhEBEgCiQJEku2pPX/+ctehw0jXtGk/f390O+qovq59+3+7vn0n+wq/Nb3PhE5cGojVSUq7CupKBDVDizJV4FC/++bNm1fUqlKVguuvv96Plyhgbr311lgVkoF8RIAkkCxAJN2e2lq9/txz01ynTq/7ir6VA6Vx40d8AKkrTFctS5fm9oSu0t46gTVq1MiPgaBmaRxEm3HpPdD4iGbVqUS+vt5nn33cO+/kfiEikEsESALJwkES7amditaQaMc7BY+qumr71MqhcuaZA/0ueIMHj3ezZmWvWJ8WoelEdeCBB1KptRZpRpZmZqmUjd4P3S699FICHUWBAKlhCqAJE+a5Pn0muiuvHO43LlKQ7LbbOW7jjbfx6wm0tqB79+5+oyrLmMUFF1xQ8Sk3mwvcYNe/f3//3j766KNhE1CwCJD/mjTpK/f665+Hd+ecxlc/+WRh2YnlBdeyZUs/eyf6pKqbFpVp/EJ95S+//HLa2lnaJyJ6LF0kAHKJACmjRYKNGvXxYxb5QKVGnnrqKV9lV11QlQNFXSG///3v/cyq+++/382dO7ficVp8psFZ7YyoY3v1itfNBgAWJR8gmh2lvR5001VIPvr222997aubbrrJHXHEERWl26ObpoPqKkWzerSJlIor6n6tSQCAXCnpAFHXkaba6upj7NjC2ZxHVVm166GKIWrlskpfKDD0dVR4T1cuChprwUUASKdkA0R7Xh933L9cw4a93ciRs8LmvKf6SwoN7WMu2o+98piHKv2q/fnnn6+4DwCyqSQD5KuvlrsTT3zKb1GqNRuFSNvVKiC0SC0R1WZSu/YfAYBcKLkA0bqMaIHfE09MCZsLijaiUg2lRN1UWoW+0047uR122MFUHRYA0impAFm2bI2vZ6Xw6Nnz3bC54GhQXVcZGjRP5KKLLvLt2k8EALKtZAJk5crVvoyIwuPuu1NXSS0UCgYFhIIikWg2loIGALKtJAJEs5ZUk6hevaPdLbe84hfvFQN1TamLSl1ViSq+rly50ndxqasLALKt6ANEpUCibUdbtGhR9nVxjQdokFw/mwbNE9Egu9o16A4A2VTUAaJP5e3atfMn0GItZ65puvr5br755rDJ0zRftWvaLwBkU1EHSPv27f3J85BDDnHLly8Pm4uCZmBpwaAWDiaiYooqf6IABYBsKtoA6dSpkw8P9f8vXpwfuwPmSrSN6ueffx42eQrQjTbayJdEAYBsKcoAUZFBnVD33ntvN3/+/LC56Khoon7eHj16hE3e7bff7tufeSY/ikUCKA5FFyB9+/b1NaG0nWipDBzPmzfP/8zHHXdc2ORNmTLFB8jZZ58dNgGAWVEFyMyZM3058+233959/PHHYXNRa9iwodt4443d0qVLwyZPFXu32WYb9t8GkDVFFSAaKL/yyivd5MmTw6aip21TdZUxYMCAsMm75qqr3AFl7VNffz1sAgCTnAWITmbpxDmmsnHjxvmNlOrVq+c22WQTP8bRqlUrf3+pU2jq99mmTZuwyft85Ej3Qln7f669NmwCAJPMzuAZiBMOcY6JaKC4fv36buDAgX5WlVZZKzi0ODCT5ylmu+22m/vdttu6HxPto75mjXNbbeXcPvuELQBgkrMzb5yTepxj5IMPPvB9+AsXLgybvM6dO4d3laShV1zh+pX9TpeNHh02lTvrLP3SnSux8SEAuRHvDG4QJxziHCMqFvjQQw+FdyP00kvlAXHddWFLuSeeKG+/666wBQAyFu8MbhAnHOIcIxrr0AwrpKFuqjp1nKtfP2wppwWVG27o3GGHhS0AkLF4Z3ADhUOcWxybbrppUdaxyokzzii/ypiWZKfFI490boMNnPvPf8IWAMhIvDO4QZxwiHOMECAZ6NevPEC6dQtbyt17b3l7375hCwBkJN4Z3CBOOMQ5RujCysCiReVXGE2ahC3lpk8vD5DTTgtbACAj8c7gBnHCITpm1KhRvlpsnTp1/OZIbdu2dQsWLKg4ToPoPXv2rPgaaSg8FCJJZq253/zGuS23dI6rOgDVkP4sb5RJgBx99NFu8ODBvqbTsmXL/LTcpk2bVhynabx77bVX2YfrRRX3VaZV2KhE3Vf63ao7K5EOHcrbR4wIWwAgtvRneaNMAiSkkiTairUyLST8Tdkn50GDBrklS5b4hYTaE5yFhAl88kl5QGhAPZExY8rbL7ssbAGA2HJ25o1zUk90zIoVK9ydd97pTjzxxLDJjR071p1yyimubt26vnCgxkZat27tgwQBTeXVlF5N7Q1ppfr22zu3665hCwDEtu4ZvBZFU3tV64pB82rSYkIFtBYXJnLeeeXtEyeGLQAQS14FiKgc+W233eaaJJtFhHjeeKM8IK64ImwpN3hweXuvXmELAMSSdwEiCpEtttgivBuZUDfVdtupwmLYUu6nn5xT6fci3SseQO7lRYCoRPukSZPcqlWr3Jw5c/yeHonGQJAhlXbXVcann4YtAFBteREgL7zwgt9Rb7PNNnO77rqru/TSS33JdlSTxpFuuYX1HgByIi8CBABQeAgQAIAJAVJqpkxxrnVr53baybmNNir/b6tWzr3/fngkAKREgJQSzbqqV8+5++93bs4c577/3rkvv3TugQec22GH8nYAiIkAKRUaUK9b17kPPwxbyul+rU5nASeAmAiQUnH55c516hTeW5XadRwAxECAlArVxpo6Nby3Kl2FJNsOFwACBEip2HRT51atCu+tauVK5zbbLLwXABIiQEoFAQIgywiQUkEXFoAsI0BKhTaP6tw5vLcqBtEBZIAAKRXTp5dP0003jXfGjLAFABIiQErJ00+XLyTUwkEtINRCwrlznevRo/x+tQNATARIqZk82bmWLZ3bccfyUiZaga6vJ00KjwSAlAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADA5P8B2v43I4VLsSIAAAAASUVORK5CYII=)
| Product Number | 4H18-9-17 |
| CAS | 255731-15-8 |
| MDL Number | MFCD00829272 |
| Molecular Formula | C12H16BrN5O2 |
| Molecular Weight | 342.197 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory