![2-[(Methylamino)methyl]thieno[2,3-b]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABalAAAWpQFsYahjAAACCnpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRafPIE4RtChQoN3D0gJ7GxRbSQ3EVmE7178f5RyNls6FbZCi+FESSXlyt6/WsDVNW9o6I4JyAqbObVHWq4y8vT6OEnI3neTohI51m5H3rvsYM7bb7Wj+biq9tzXNbUWO8+N9W3o+O0Vts2KSc8F+vzzPe2ZU1m2n69wg1Zbjtjc+21x3/S7+swSrdLMta3Z0Z1WzPUb7I7l7Od23Bfk8yz3OzRCFZbk2sLRNpTvYSk7x5T9gZWrT6M4UsDigWdEAzz6dvDzYfFOZukPVRShzvZ53zSZHQ2XXJt9gMFSeHjJSCQR0Z6tZ0+gDOM2ZtQAtQSvQAegQdAQ6Bp2ATkELjh/OC4l5Xhu30Ovhw+Bu4Sfce48bzzFBMiMjSSOZRjDC+iROcqoESkGl5AFIKmQYgaJhyiUENJUqhYjKMI7O4mQ8uRwBAodTbBWFcJGCKi6TT4nZCqPUyVDhGPOnYnkZIsbjo0wCfxwGSYwJYpcMTScLWxdXKpRFRhaC9Kn7ZZatPGWPgG0K02BDugDO9RqQPuByPQwoH3CVGQYCH3B1vACzr4DQB1zVh4HIB1yPDAOxD7iOGgYSH3D9NwykPtB36zDh5r3S9d39DSNuTv4t8k/BzxdokFE3JfwaYVc9yc43HNWb28+ufg0Mf4jTv4nyi3N20RV5AAAvgklEQVR4Xu3dB5hU1f3GcZNo7D1RYxQ1dsGoxIodey8YS9RgF1CjWKKoIGIFK/rHgIgBsYuKWFCQIHalxIaIClgAAYkYxSi289/34Blnz+7s3vnNnd0p38/z3Efce2d2Z3bnvvee8juLOAAADBaJvwAAQBIECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQA6vHEE0+4pZde2v3yl7901157rfv+++/jQ6oeAQIAWSZPnuz23Xdft8gii9Ta/vjHP7rRo0fHh1c1AgQAanz++efu7LPPdosttlgmNP7whz+4LbbYolaQtGvXzk2dOjV+eFUiQABUtR9++MHdeuut7re//W0mJFZccUXXu3dv99133/ljhg4d6tZdd93M/sUXX9xddNFF7ssvv4yerboQIACq1pgxY9zmm2+eCYZFF13UdejQwc2dOzc+1C1YsMBdffXVbtlll80cv/rqq7tBgwa5H3/8MT68KhAgAKrOBx984P785z/Xapradddd3RtvvBEfWscnn3zijj/+eN+5Hh67zTbbuJdffjk+tOIRIACqxvz5813Xrl3dEksskTn5q5/jwQcfjA9t1NixY12bNm0yz/OLX/zC/fWvf3UzZsyID61YBAiAqjB48GC3xhprZE74yyyzjLviiivcN998Ex+alzvvvLPO815++eUFP285IEAAVLRXX33VbbfddrXuFNq3b+9mzpwZH2r21VdfuW7durkll1wy833WWWcdN2TIkPjQikKAAKhICojjjjvOB0Y4qW+77bbulVdeiQ9NjfpWjjjiiMz307bLLru4119/PT60IhAgQDPTSeett96KvwwjjZa68sora42W+v3vf+/uuOOO+NCiefbZZ2vNH/nVr37lTj31VPfpp5/Gh5Y1AgRoRh9++GFmNE/Lli3dZZdd5mdCw+ahhx7yneLhxK3O8osvvth3njc1zS/p37+/W2WVVTI/j+aX3HDDDe7bb7+NDy9LBAjQTHSCadu2ba3mjrBtsskmvk29Ups+0vbmm2/WeS8PO+wwN23atPjQJqcZ7uecc4779a9/nfnZNtpoI/fkk0/Gh5YdAgRoJmpmCSeUY4891s9LWGqppeqEyXrrree6dOniO4NRmyb8derUyU8ADO/XZptt5p555pn40GanO8v99tuv1u9W/1/Od5wECNAMNOks1FzSSSTMZP7f//7n5yQcc8wxtdrww7bWWmu5zp07u+eeey56xuqiEiM33XSTW2mllTLvzW9+8xvXr1+/kq+aqzsP3YGEn1t3JrpD0Z1KuSFAgCb23//+N9NO/7vf/c7NmTMnPsTTPILHH3/cz3rOPlGGTWU0dPX9r3/9q+RPmmkaMWKE23jjjTPvg4JYoTpv3rz40JKlALzxxht9n0h4HarFpT4TNW2WCwIEaGJHHXWUP2Go83zkyJHx7nrphPP000+7U045xa266qp1wkQnnxNPPNFf3VZKB23svffecwcccECt173PPvu4d955Jz60bKgJTrW3NEorvCaN3lKNrnJAgABN6Pbbb8+cKC644IJ4dyK6QlUb/9/+9rdaM6DDtsIKK/iSGo888oj7+uuv44eXHd2xnXfeebU6oTfccEO/4FOl0GAJ1eLK/j0efvjhfoh3KSNAgCaizlKVudDJQcX30rpTePHFF/0JVjOf4zDR9zvyyCPdfffd52dLlxMF5YABA2rdcSkcr7/++tTeu1Kj/q/s36Nmtms0Xqn+7ggQoAloclvr1q39SWG55ZZzU6ZMiQ9Jxfjx4/28B12hx2Gik9Ehhxzia0Lpqr6UaZDAn/70p8zPriaek08+uWgT8TR4QXcBKj1y1VVXue7du/vvp5nsYdP/6+sq6a4TvSr3FuMOT31fqtEVLja06U5TNbdKDQECNAF18oaTwV133RXvLoqJEye6Sy+91C/FGoeJFkTSsq1qUqtv7YvmoomVoY8obDvvvLN77bXX4kML8tFHH/kgVb/RBhtsUOf9yWfTiCrNMr/nnnvcrFmz4m9lpqq+aorMLsWi6r+lNJybAAGKTCOpwklAV7LN4f333/fzTrbeeus6J0DNodhtt91c3759/VoXzUF3AJdcckmteTBrr722u//+++NDzT7++GPXq1evWgtI1betttpqPhRUw0rb/vvvn/m37uzqG8SQvalwY58+fVILZg35Vg2v8PwafKG/o+b6XWUjQIAiUkG/UMpCV7qlsASqrvLVj7DDDjvUuroNJ6eddtrJL+eqq/SmcPfdd7sWLVpkfoall17al3RJq3no0Ucf9QEZv1ZtCpOzzjrL3Xvvvb7574svvogfXi81AY4bN87fTZ5++umuVatWdZ5bnf6HHnpoasUbVctLNb3C82uekJrb1DzaXAgQoEjUCbzHHnv4D7uajHSCKjUKOF0tawRQ9lDSsOnKt2fPnkXps9EJWCEWvpdO8JpAOX369PjQvGnYs5qoNt1001qvR78HndQVGGnPG9F8Hp3k99xzzzrv5e677+7n6xRKNb20Fnv2glhaq/3hhx+OD20SBAhQJOpsDR/y6667Lt5dctRBfdttt7m99tqr1pDZsGl+gu4MCp13oX6CE044odaSsGpa02iyNIwePbpOcOgO4dZbb009NHJRMF9zzTW17hi0HXjgganU59JzqNZX9nPrLks1wZoSAQIUgZotQqkSTXYLpUrKhcpqDBo0yJ/wsq92w6aZ4Bpemk/ntppadDejUWjheTQTf+DAgam8P+rj0NyJ7J9TdzjDhg2LD20yes0KLtUzCz+TRsMpiNMYiqywVO2v8Nzqz1J1gv/85z/xoUVBgAApU/u4mhX0gVaH7OzZs+NDyoqaTTTCSCdn9U/EYaLXqkmRDbX1a1Jj9klUTUkqEJlWn5CG1WaXBdH3Ut9HqVCT2rXXXlurvpnuutK4G1EZGw2AUC2w8NwqfaNaYfq+xUSAACk7+uij/YdYTTRPPfVUvNvks88+86NxNOxWcxE0bDR7joL+X1/XxLuXXnqpaFegGi2lNTdUPTj7TiJs6gxXp7QWVNJdhYYSh36gsGkuSlp9Kppgp/Iu4bl1da/RZs3ZsdwQDc1V1eXw82pipN7PNKh5Tu99uPPVpmUBkpbLsSBAgBSp2Sd8eDU73EonX9W+Ovfcc2utbJfPpn6AM88805f8SKO5JKaTtJ5bxR5XXnnlOt9f/SjZI5/084waNSp+GjMNY82ebKjnL5eVHXUhEO7m9B5pNFVa1Ee199571/pdqHhnmmvABwQIkJJ3330300Sx1VZbmU7aGjqrUTZrrrlmnROyNt3VrL/++vXOUdDX49E/YVOxRdXOKlYnayj2qDshNdtlf2+9J7fcckuqFYPffvttP08kfI/TTjsttWG/TUV3Z7pDCK9BYZ9GX1Cg+UfZkyT1/GkjQIAU6Go8XA2raUcT9/KhuRk6+cajnxQkaqLS8FCdcBpr09ZJetKkSX5uxUknnVRreVdtuto9+OCD3dixY+OHpkYnQXWMh++ZdmVZzcQO/R3qNFb7f7lSs1P2UGbNPE8zRHQREy4qivE+ESBACrQgUDgJaP5BUvqAa0SOOpXD4zUbW6GR1qp6CgvdfWR3smpTX02xZjOrKSl8n3//+9/xbjPdQYXmMjUBPfbYY/EhZUf9SgcddFDm/Ur7TiFclPzzn/+MdxWMAAEKNHz48ExbvzqXk5owYYJr2bJl5sShE+Lf//73nAtMFUodzjfccINfiCp8z+WXX96v4pe2YgSI1gPRsN/wXj3//PPxIWVLd47ZIZJmnwgBApQoTYoLtZHUB5G0FIY+zBoxFE4YGplTjE7O+qjaq+pOZd/1HHHEEYl/9iTSDhDNSwnDgPVzpzW6rZToTiQ0Z+mCJK3RWQQIUILUVq2yFfpw6kOapF9Bj8muzKvmmOaa6KZ+muz2dxUKnDp1anyYSZoBovdMExr1XBpEoDkflUrDtUPHuvp50pgnQoAAJUilKsJJUv9ujGpjqWM7PEad7uo8b07qlNckwFBWRE1EWhejUGkGiOZ1hOfS7PdKp8ESoSpxGguPESBAidHdRvhgqnZUkpEzWpAonAi1FoeaLEqFViwMr0eT2woNkbQCRAUowygivc8K4WqQvfSxBlkUggABSoj6CkJ7vPo/kiwipE7RcEJo165dwVeVxaB5HGEVPN2JFNKclUaAqGM5DI3W3JK01tcoF2HGuu5GCmnKIkCAEqKRVvpAqtnnySefjHfXoTpQoYlIE/5KtcyGKERC57r6RKxL36YRIKpgHJ5Dd0jVRmVPwsRU9QFZESBAidAcj3BS09yPxmhkVZh/oVXu1Ela6nSyDoGn0VkWhQaISsuHuyE191UrFWAM76N1PRECBCgBmocQrgi33HLLRHcSoSaRruoL7VdoSupYDyculSPPV6EBcv755/vH6uRXSPNNudMgh9BcqvU+LAgQoJmpz0L1rfRBVIio7lVjNNw0nES1hGw50Ylr++239z+7JhvmO2O9kADJvvtQeZdq179//8x72VDJ/FwIEKCZqbJu+BCr4m5jNFkv1KFq3bp1WY4e0h1XWExKZU/yUUiAXHjhhf5xOvE19zDnUqA73TXWWMO/J1qON18ECNCMNOs59AkkPZHefPPN/njNKNbaGOVKM9bD61ARw6SsAaI7n1CuRMveYqFevXplQlV3aPkgQIBmotUEQ3lyrbyXpNyHhp+Guw+VWy9nKpEe1vVWFd+krAGiVQTD47QwFhbSYIwwH6ZPnz7x7gYRIEAz0OTA0AmuD2HSK/AHHnggcxJMq6Juc1IBRr0W3YUkXU/EGiBqotFjtOY6agtlc7bbbrt4V4MIEKAZZM9D6NmzZ7w7Jw071WM0Ca4SqIpvGIqssvBJWAJEM/NDn8vVV18d7656WhMmBHk+gxoIEKCJjRs3LvPB05reSUqViNYiD2tS9+7dO95dthQcek1a2TDJLHpLgIwYMSLzGNWDQm1qTg3LBtxzzz3x7pwIEKAJffnll740uz50q6yySl5XewMGDPCPU3u1ZhJXCtX+Cid3LZXaGEuAaC0UHa8+F9SvVatW/j3KZ3gzAQI0ofbt2/sPnK72nnjiiXh3g4455hj/2HzbqctBGBiQZMU8S4CEulda1hX1O/300/17pDIzSREgQBO56667Mic+rduRrxYtWvjH6mq60oRqwptuumm8q458A0Qj18KJzjLzvVrceeed/j3SsHKNkEuCAAGawJQpU9xyyy3nP2ya/JekVEm26dOnZ06aGo5aae6++27/2nRn1lhNr3wDRDP7w/HPPfdcvBs/yW5KTDoijgABikwdw1tvvbX/oKmMxuTJk+NDGjVq1KjMh7sSZ1C/8847mdf3wgsvxLtryTdAVLE4HJ/vRLlqourIoSN9yJAh8e56ESBAkYXifYV80Pr16+cfr6Go5Vi6pDGaJR5GmGnBo4bkGyCh6qyGC6NhYWJr0qHlBAhQRCNHjsyUKjnqqKPi3Yl16dLFP0clT4LbYIMN/Gu8+OKL41215Bsgof6V1gNHw9QHpfdKFZOTIECAIpkzZ06m9pJGGVkXUJJOnTr551EV20ql0WV6jRoN1JB8A+SMM87wx2677bbxLkTC7+C0006Ld9WLAEGz0MSurl27uoEDB1bkpg+U6lvpw6WmmZdffjl+C/Ki4ad6LpWcqFSaVKnXqKHODck3QI477jh/rJ4fDQslTRr7HQQECJrcpEmTMp111bA11iSTRFjD+qCDDop3VQy9Nr1GvdaG5Bsghx9+eMW/d2lJ+jsICBA0ucMOO6zOSbaSt/322y9+C/LGHcjP8g0Q7kCS4w4EJW3MmDGZD/8VV1wR764ol19+eea1Flq7ij6Qn+UbIPSBJEcfCEqWhp9uvvnm/g9unXXW8SvrVTK93l133dW/Xg2/fe211+JDEmMU1s/yDZAwCqtly5bxLkQYhYWSpTIS4YOvNb2rgWaQh3LlG220kS9fbsE8kJ/lGyBhHoiq/aJhYdRg0pL3BAiaxOeff+6rz+qPTVfl1WTYsGGZQQMnnnhivDsRZqL/LN8AyZ6JrpL4qJ9WxGQmOkrS2Wef7f/QVIr89ddfj3dXvNAOr+2+++6LdzeKWlg/yzdAVDomHP/888/Hu/ETrVMT3qc33ngj3l0vAgRFpw9w+EPr2LFjvLsqqL9ns8028+/BCius4KZNmxYf0iiq8S6Ub4CoeSz8/d12223xbvwkhLgqJ2gFxyQIEBSdhrHqj2zFFVes6mJ2b7/9tltqqaX8e9GmTRt/YssH64EslG+ASBi8ccIJJ8S78JOzzjrLv0frrbdevCsnAgRFNXz48MyH/cYbb4x3V53sgQSNjTaKsSLhQpYACU2oa621VrwLPwkhm08/HQGColEZcw071R+Y/ptkvetqEGaVKwhGjx4d786JNdEXsgSIgik85r333ot3Vz39bYWin4MHD45350SAoGhuuOGGzIf2ySefjHdXrXnz5vkrYb0vWqN77ty58SE57bvvvv5xWqK1EmhYcxjmrCBJwhIgWos+hO9NN90U7656999/f+Y9/eijj+LdOREgKAr1dajPQ39c+++/f7y76mmo6qKLLurfnwMPPDDendMDDzyQ+aA/88wz8e6yEy4yNPoq6Sp4lgCRffbZxz9myy23jHdVvUMPPdS/N2rGygcBgqLo0KGD/8PSH5hlBb5q0KNHj8yJ8Oabb45310vre4cO53IPZq27rTswvZaDDz443p2TNUDuvffezOP0HFhId8SLL764f1969eoV724QAYLUaZ6H2vf1h3XOOefEu/ETzSjfeeed/fukGeZJ58cobPQYXbU/++yz8e6ycckll2Rex6uvvhrvzskaIAosDaHW484999x4d9Xq37+/f0/UB/Lxxx/HuxtEgCB1u+yyi/+j0sxzzUBHbvrArrzyyv790op5SUqdaE5JuAtp3bp1WZY2UUe2QlOv4eijj453N8gaIKJ5SHrc8ssv3+iExWrw448/ulatWvn3pG3btvHuRhEgSNWjjz7rlllm3Zqryl/6Kxs0bujQoZkT4imnnBLvrpdqiYXHXH/99fHukqb5L6oqHE7kn3zySXxIgwoJkPfffz/T99S9e/d4d9VRVYPwXj722GPx7kYRIEjNggXfuz32uM61aHF0zV3IcWV5ZdxcVD47fJDVUZ7E3nvv7Y9X+3XS5q9SoEqv4bVqXky+CgkQCWuraJBHIcsMV4Idd9zRvxeqAKC7kXwRIEjNgAET3J/+1M+1bn2zGzt2arwbDVD7vD7ESy2lkTArulmzGi+YOHPmzFqVfsuhSUZ1wMJ8gyOOOCLenUihAaLCjfTR1b77uOOOO+LdiRAgSMWcOV/VXM3c7gPkggtGxruRwDvvTKwJ36Vc27aLuEsu2b7mDu77+JA6VGk2nJDV97RgwYL4kJLx9NNPZ0b7bLjhhuar/0IDRE499VT/eDVnldPdW1rUj6aSJeHuI9+yOgEBglR07fovHx5t2gyouTL+Mt6NhJ54oq874QT1hSzihg3rFu+u11VXXZU5obZr1y7RbO6mpvBYZpll/M+oNSemTrXfoaYRILpbC8sLqC6ZpfmmnGX/zeRTDSFGgKBgb7452225ZT8fIH37jo13I099+7bzAdKhw6/cu++OiXfXK1Sz1abZ6kmrqTYFNVuFE42G0RZ6xZ9GgMigQYMyz5N0AaVKMHHiRLfkkkv6162yOoUgQFAQXbi1b/+wD499973Lff217VYYP/vqq8/cBRe08CFy/vlruPnzG18ESQMWTjrppMwJUaVOmnvhKTWLqMM8NLHpzqPQ8JC0AkTC7HQ1ZT333HPx7ooT+tr0mjWIQOvMFIIAQUEef/xdHx7ahg+nSF1a3nvvOX8HohC55ZZks7TVDNO5c+fMyVXzS7QaYnPQcNkddtgh87Ooz6OQZqtsaQaISu6sscYa/rn03zlz5sSHVJTs0X5pLCtNgMDsq6++dXvvPdiHx/HHD/V3I0jPo4929wGibfToPvHunPRhDk0U2tRMoRFbTUGds5phHjrLtWm0lZZLTUuaASK68whzQ7baaitfeLES9e3bN/O+qckzDQQIzPr0edWHx1Zb3eomTqzsK7fmoFFY11yzkw+Q005b0s2YkazYoEyYMMG1bNkyc8JYeuml/UqGxbrC1gx6FUZcffXVM99TkwT79esXH1qwtANEVKE3POeee+5Z0qPZLDRJMAxdVvNmkooHSRAgMJkx4wu33Xa3+QC59NLyrwpbqj777CPXufNKPkS6d2/pvv02eee4RmNddtllte4GtCLicccdl1olXy0GpTLsYT5K2FSeJN8Z5kkVI0DkwgsvzDzvYYcdVpKj2Sy0DrwuIPS61l577VR/LwQITM47b4QPD839mDs3nasZ1G/ChIcyTVl33tkh3t0odaZr3kP4sIdtzTXX9GGiSWQamdPYXABVAp40aZJfO1sd9qEeV9hUFFFVdRUqxVSsABGtxheeW3ci5d6cNWLEiEx4qNNcyyqniQBB3saNm5HpOB84MN0PMOp3110dMyEyYYKt81MLBV100UU+OLJP/GHTaKn111/fT0jUpnLx4d/6emgCiTetJKi7kKTreVhpkICqD//lL3/JfO+0h98qJLNHs2299dZFa/YrNnWSh7tPDajIp+JxEuPGjcuMsLvmmmvi3QUjQCrQDz/86I488gEfHgcddE/NbT71rprCt99+7bp3b+UD5KyzVvRNW1Y6EWtin0qab7HFFnUCIcmmoaBnnnmme+KJJ4ra1KMT+qhRo/z6MhoGHP8c2nbbbbfUw6tLly6Z59forHIa4qsh3d26das1fDrN92fWrFnuhBNOyDy/trSDXAiQCjRkyMTM3cczz0yLd6OIZsx4y3emK0SuuWbHRKVOktCs7JdfftndfvvtvkKtmrvUtBU2/b++PmDAAPfSSy/59bOLSR3Yw4cP9yepuG9F22qrrebvirLvpDSKqlOnTqn+bOpYD6Oz9F+dJEt9xrqWR95rr70y74vKlaS1Brx+Lz179nTLLbdc5vk1m1+DM4qBAKkwX3yxoOZqb5APj44d8y/9jMI988wtmaYsDfOtFJrg9vDDD7tjjz3Wj96KQ0NhoTseNWGFk7juTjQ0NTtkVlppJb/gVmP9OUnpziPME9GmsidpTIYsBs34V7iGn1VLJae1Ho/mE4XaWdrUNKa7tGL2EREgFea661704bH11v3dlCmlX/m1Uv3jH4dklTop3xUJ58+f75eZ1TyR0NGbvamT/vzzz/d3Rw3RkqxnnXWWW2yxxTKP1eJcI0emU9RTkw1D6XxtuhtRFV9rMci0aYKmytdk/3xXXnllKndLGlyxxx571Pq9HHLIITWf/ynxoakjQCrItGnz3Dbb9PcB0rPn8/FuNCGVNjn//DV/KnWypi99Ui50RaxRXwcddFCtyY5hU1n6rl27mkZXqUx79olem67C02rCUe0sDRgIz61RTWraa64y+h988IHTAmTZo+s0x2P8+PHxoXnTazrjjDMyTXja1O+l/qimQoBUEM31UHjsuuvAmiuvb+LdaGIqshhKnfTvf1S8u6TMnfup7z/RyT0eSqxt8803dz169PBDhNPw+OOPuw022CDz/PqeaqdP445BJ1b1CWWPSFOTm+5INLy4KagfSv1D2e/lsssu61emVLNeIfT4Pn36ZJZZ1qZ/33LLLQU/d74IkAryyCPvuN13H0S9qxIybNglPkAuuWTjeFez+/zzmW706Ftc585t3dpr/3wVG7ZtttnGd0oXqylEI8Ouu+46X/03fM9VV13VB1kaK2XqbkcrG2ZfoWvbcsstXe/evVO76wk0f0Pvl+7Qsr+fSuSrmU/NbIXS3UVYH12bmgQ1PLu57rAIEKCI1MatSYZz5rwf72oW//nPh+7pp2/wI8ROPfUXPtz220+FFNUu/wu30047uRtvvNHPR2kqmsOhuk/Zdwxq5tHs7DSoaKRGf2UHVdjWWmstf6egZXvzGb2mkVQvvPCCHyCgkPr9739f57k1NFcz59MIDr0GTQDNfn5Nokx70mG+CBCgwim8hg+/yl111TaZ0WFh69BhUdejR1s3ZMg/3KxZ6ZXPsFCfigIs+yR51FFHpRZmGkWmAQEqD5/dmR9vGjG27rrr1jtZU4MG6hu2HLYllljCHXrooX4p2jRGmanApcrtZ5e60YRRPX8pIECAJvbDD9/5yr26C9CEw06dfu3XFlFRxscfv9zNnFn4VaWe47HHetSEw2Z1QkPf76ab9qm5wh/g5s+fGz+02Wmoq+pBhROmaoP16HFlTQCk16+noa2aYKl+EfXvNBQoDW3q49DdkvpvVJIkrUXCdOeq0iPZEzPVj9OrV6+SKiJJgABN6JtvvnQ9e7apc1KPN4uPPprgHnmkq+vWbaM6z6fJjVqz5KWX7qg5ERfeUV1sultQp30YOrzcchu7bbf9W82d1DvxoalQn4sGCAwdOtSfpDVyq2PHjrUma+r/9XXt1zr36mNJYxhubMKED9xee51WE04r+teu2eSq/zV79uz40GZn+0sFYPLAA+f4E/o55/zWjRnzD98n8d1337h586b7BaqGDr04rw73KVNecg8++Hd34YV/qBMaZ5yxtOvf/0g3duy9NcE1P35oWfj4449rTt4d3aqr7uk22qiLH2V44omP1JzsC+9XKDWzZ893F188ym2xxf/V3IEdX3PH8Ue34447pjLkt1hSD5Bwu9WYpMc1RovjqAPsgAMO8LNR1QapafytW7f2Y9XLtchaKEWicuwzZ+aeSRqOi+X6eizpcUhHmBsyceJT8a5EdMWr4cH33Xdm5rmytzPPXN7dfvtf3WuvDfW1uSrF+PHvu2OPXVjfTZvWt+nRY0xNAKfTZNScFiz4vibox7sddhiQeX277XZdzcXEmPjQklP4GTySNBiSHtcQzX5t0aJFnXbJ7E23wMUoY1xs4Q9JW9eu/4p3Z+QKgFxfjyU9DulQp7VO9GrKsrjttr/UCY2zz/6NGzToRPfWW8Nr7mZKp308bWotGjZssttrr4UrbGrbaad/1rz218q2YOiIEVPc/vvflXk9228/wPXrN67m76PwDvimUNgZvB5JgyHpcbkoPMLIBHViaeasZn3qjkQzaVXGWO2VYVZquQl/ULoD0dXWu+/WP7wwVwDk+nos6XFIR7hrGD9+SLwrkZtu2tc//rzzfufLx0+aNCq1go3lQss0/9//vZJZLE3bIYfc68aM+SA+tGRNnjzXnXzysMzPr+2ii0a5WbNsFxbNJfUza9JgSHpcfTQKIYzS0IzThmZfarRF+/bt4y+XvPBHFWpbnXHGE/EhXq4AyPX1WNLjkI6HH77QB0CnTou7wYNPdq+//qj74ovkzaxa7VCd5cXovC0306f/151zzlO1TsKdOj3upk6dFx9aMj777Gt3+eVj/EVh+JmPOeZB99przTuE2sp2Bm9A0mBIelx9VNJaj9Xwu4bCo5yFP67PP//a36br3+PHz4wPyxkAub4eS3oc0qEmJvVRxM1Q55+/hhsw4Bj39tsj4oegEa++OsMdfvjP/SOqB9er1wslVc7nu+9+qLlgeN3tvPPCz7K2Pfa4w1eP0Po95cp2Bm9A0mBIelx9wozMcuzbSCr7xD5gwAT/7/btH46Oyh0Aub4eS3oc0jV9+hs1dyNdXM+e29fcXS5TK0z69m1X0X0ZxaCT8P33T3Rt2y5cykCb/v3AAxOb/QT9/PMf+ia28HNtu21/17v3y27+/PL/HdvO4A1IGgxJj6tPWKSmWDV6SkH2if3rr7/LdByOGjU153FJvh5LehyKR81RH330bzd06EV+6K1CRMN5kT/ddejuQ8sZhL9t3Z3oLqWpqTq2mp7Dz6Gtc+cna37XpT8PJynbGbwBIRiSbhYaqqvHarKRhSYNqe7N6NGjC96ef358zR/nB34NcsumZikN44vFJ/YHH3zb//+hh97nvv/+h5zHxV9PuqE0qG6WAqRLl7XiXciD+kHUH5L9N37uuU/5fpNi06Ju6rsMSyto+/Of73evvDI9PrTs2c7gDYgDorHNotAAUYGz+OewbiuvvK1r1eqyOifkfDZdlcTCvkChEW6DFSa5jou/nnRDaViw4CsfIB07LhbvgoFGZmU3H2nklkZwaSRXLPsYy9wrjWvQZzOsCKpNSyvcd99btS76KontDN6AcGJtTNLj6lNoE5ZKSMdBYN3SCJDu3UfHP2JmX7ann57iv7b33oN9s1au4xr6eizpcWgaGpa7sFN9zXgXjDRHRHNFwmAUbfvue5ebN6/2BWj2Z9Iy9+qhhyZl9qkJTYu6lVJHfjHYzuANCCfWxiQ9rj5pdKJ/8sknbtq0aQVvH344082YMa9m+8K05Rr3neuPVB3p+ro61iXXcbm+Hkt6HNJx8cXr+1nkb775eM3f4CT3v/997ofmzp79nhsx4tqau9GVfYDcf3/n+KEokGata9E1DaHVFg/3DZ8F69wrNVFpNrn6PaplOWnbGbwBSYMhPk71XlSsbOONN/bLaKoK5W677eaGDKk74aqahvHG1G+ir2s4oIb45jou19djSY9DOuLhu/VtV1+9XVkUPCxXOrm/8UbdwoThs2Cde1WNGj/T5ykOhlzi49q0aeMGDhzoJk+e7Esiv/nmm2733Xf3x3Tr1i3rkQsnEmohGO3r0KFDgyGiiYSqpFluGvojDSM7rr/+pZzH5fp6LOlxSMfs2e/6BZ00o7xr1w39EF6VV9fM8t6993YvvHB71c0sLxXhs2Cde1WNGj/T5ykOhlySHKdKnDpGK4nFskuZaInKwYMHuw8//NCHi9ZV1h3NpZdeWvalTOqjW2vdYmeXcojl+nos6XFApcv+LFjmXlWj1M+sSYJBkhynfgodo07z+mgobuhQz7VpPWLd2ZSbxv5I1ckXjqnvuFxfjyU9Dqh02Z8Fy9yratTwGdwgSTBIQ8epSUpNWVpKUv0hDz30UHxIhoon9uvXz+23335+XWLdlSy77LK+nLuavsq9nHsu6oDXjNZcx+X6eizpcUCliz8L+c69qkb1n8GbUfbdg0q1jxlT+jXxAZS/OBjynXtVjUouQET9GGqeatWqlZ80qLWLAaCY6guGfOZeVaOSDJBg7Nix/k5kk002iXcBQKpyBUPSuVfVqKQDZP78+T5A1K8BAMWUKxiSzr2qRiUdIM8++6wPkM022yzeBQCpaigYksy9qkYlEyCaNDhy5Ej36aef+iVp1e+x7rrrukUXXZQ+EABF11AwJJl7VY1KJkBefPFFd8QRR/h5HQoNlTJp166dnzAIAMXWWDA0NveqGpVMgABAc2osGBqbe1WNCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgMn/A6ptKSHxGmtaAAAAAElFTkSuQmCC)
| Product Number | 7H31-1-X1 |
| Synonyms | N-Methyl-1-(thieno[2,3-b]pyridin-2-yl)methylamine; 2-[(Methylamino)methyl]-7-azabenzo[b]thiophene |
| Purity | 97 % |
| CAS | 868755-42-4 |
| MDL Number | MFCD08060496 |
| Molecular Formula | C9H10N2S |
| Molecular Weight | 178.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory