![(2S)-4-Iodo-2-isopropyl-2,3-dihydro-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABp2AAAadgGcZMMuAAACMnpUWHRtb2xTb3VyY2UAAHichVTbjtowEP2VkZ+Lr7kiwgp1VWml3T50t2rfKhMMG4nEKyfc/r5jQlhCWlAczcXnzNjjsScP+3INW+PqwlYZEZQTMFVuF0W1ysjPt2+jhDxMJzmCEFjVGXlvmo8xY7vdjubvptR7W9HclqSdH+/roofZKWrdiknOBfv98vx65IyKqm50lRtk1cW4Pjqfba6b4yr+k4KV2m2LirVwVrptG+2P5H5wuq8X5HMvX3FuhlRYFmsDS+tK3cBWcoqDf4GVqYzTjVnA/IBuRQPc+3Ty8mjzTWmqBlUfocj1+rVxmxwdpV2bfIPBUHl6zEgpCOh5/doYZ2xGEGUwgm5sOXNOH8BrHqcFaAlagQ5Ah6Aj0DHoBHQKWnD8cV4gQCgs/tr47G+HD4NbgMvvO36t9oR1kxkZ4aITJWAkaSy87GxBRewl7jWKU0AzjeJOdF5JQ8UDUDSJAtGJk7MVBA4+i6SRikIfVXGZAFZP8fRs4nQYJLGXPPY2R24reRilCJcqlp/uDiZpEngZUJXIBOvGzoWbTua2WlyoUCwyMvfVRsgPs6zlqagErFsYh43rA3joJUH2Cf4IbhNUnxBcZ/DI9rSnv1r2yRqGCgahwtu5wz7Bt8ltQtQn+KY6E2b/IsR9gm/B2xmSwR7uENJBhvT2kgTvM44X4g7lug2OF+gO56oT2gt3h6MG9b1LuTr07k4PS8YuGpx1zwqqgyeHXbxHDF/h6V872K5H8WrocQAAM2RJREFUeF7t3Qe4FNX9xnGTiEZFjb13jYoFFbFXRAU0sfeKikaN/wQNij32XgEFKwqIRil2AbtiQRAFe0dsKIoNAUvOn3fMjLPn7r2789uZe3d3vp/nmceEPfdemL0778wpvzOHAwDAYA7/DwAAKAcBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgRAXWnXrl90bLrpDe7TT7/zm0TibZEcAQKgrsRDQce///2Y3yRCgFSGAAFQV/wAad/+Ovfuu1/5zQIESGUIEAB1xQ8QHf/61wi/WYAAqQwBAqCuxENhww1/+9+vvDLFb0qAVIgAAVBX4qFw4omjov/9t7/d6zclQCpEgACoK/FQ0NiHxkDC///cc5MbbYvkCBAAdcUPhZNPfjj6/wcdNNT997+Nt0UymQbIHHPMER2lJGkLAI3xQ+H996cVPIWMGvVuo22RTKZX6yShkKRtOaZPn+769u3rdtttN7fiiiu61q1buz/+8Y9u+eWXd3vssYfr37+/mzlzpv9lAGpcsVA47bRHoj/bffc73C+//PoYUqwtypfO1boRSUIhSdtSbrvtNrfEEksUfM9ix1JLLeXuuusu/8sB1LBioTBp0tcFTyHDhr3eaFuUr/KrdROShEKStk0599xzo+/TqlUrd/TRR7snnnjCTZ06NXjieOedd1yfPn3cGmuskcrPA1BdGguFM854LPrzzp0Hulmzfm60LcqT6dUzSSgkaduY4cOHR99jscUWc2PHjvWbRGbNmuV69OhR0c9Dy0ry4S+nbbwNNZRqV2PvzeTJ37iNNro+em3AgJcbbYvyZHr1TBIKSdoW8+OPP7rlllsu+Prf/e53btSoUX6Tos455xz/j1Ajknz4y2kbb6ODGkq1qan35qyzHo9e69DhlibbojTb1bpMSUIhSdtiBg8eHH39Djvs4L+MOpTkw19O23gbHdRQqk1NvTcff/yt23jj355CmmqL0mxX6zIlCYUkbYs55JBDoq/XDCvUvyQf/nLa+hcUHdRQql4//PCTmzHjJ/+PS7435577RIP3ubG2P/30i7v//rfcyy9/5r8E14wBkuSwiA+Kv/baa/7LqEOlPvxx5bSNt6GGUvWaOfMn16/fWLf55je6HXYY4KZOnV7weqn3RmNbm2zS8CmkmJtvHh+93qPHyOAJBr+xXa3L5AdDuYfFQgstFH39N99847+MOlTqwx9XTtt4G2ooVacRI95xO+00qOD8jxv3SUGbct6b889/qqBdY22HDHmtoI0mV/TpM8ZNn/6j3zSXbFfrMiUJhSRti5lzzjmjr//555/9l1GHSn3448ppG29DDaXq8vrrX7gjjri74LzrYq4nkXhpEinnvZky5fvg68tpq9Dq0qUwtDp1GuDuu+/NBj87b2xX6zIlCYUkbYvhCSR/yvnwh8pp67ehhlLL+/LLH9zZZz9REOY61J300UfN9znXWIvCarPNbiz4exxyyDA3cWLDLs68sF2ty5QkFIq1nThx4uwP8cluww03dAsvvLCbe+653aqrrhosDpw0aVLsq51bffXVo69nDCQf4h/kJEdj/DbUUGo5P/74i7v11pfd1lvfXHCu99nnTvfCCx/7zZuNxk/iNxY6NF6mRYqff144FpMHpa/sFSgWCo0p1jb+Z/6x4IILunHjxkVtDz744Og1ZmHlQ/xDnORoTLE21FBqfk8+OcntttvtBedYazbuvPPV6Py3tPHjP3UHHDCk4O+45ZY3uRtvfDFY4Z4Xpa/sFSgWCo0p1nadddaZ/fh6dlCK5MMPP5z9GDkjeCrp2LFj0G7LLbeM2sbXgey4447Rn6N+JbmIl9O2WBtqKDWf996b5o499v6Cc6s1G5dcMtp98031FT5VmA0f/rrbfvtbC/7Of/nLbe6RR97zm9el0lf2ChQLhcYkaTt58uSg3TzzzBP9mb8S/dFHH419ReNUOwu1KclFvJy2jbWhhlK2FA4KCX+Bn8JEoVLtvv9+lrvqqucaTA0+8sh73Vtvfek3ryulr9YVSBIKSdp++umnQTuVZo8bNmxY9D1UjffFF18seD1OgXPSSSeV9fNQnZJcxMtp21gbaihlQ3fw6pbyS4qo+0rdWLVGT6vduz9U8G/R0+t55z3ppk2b4TevC5lePZOEQjltNT33zTffdDvvvHPQ7sILL/SbFFTjnWuuuWbfxRw7+5fxSffll18G1Xjfe++9YJ+QtdZaq+TPQ3VLchEvp21TbaihlK4xYz4OBsTj51ED5ho41+rvWqYp33vueUfBv23bbfu7QYMm1Py/zZfp1bOcUAiVaht/fZlllpn9yHiV3yQyaNAgt/jiixd8TbFj6aWXdkOGDPG/HDUiyUW8nLZNtUlaQ+nnn39x3347y//j3NPUW5WHiZ8/3aVrqq6m7NYLvf+33z4xCI74v3WPPe5wo0d/6DevWcWv1lUofuHXosEOHTq4Z5991m8W+f777921117rdtllF7fCCiu4eeedN9qRcPfdd3e33HJLUNIdtavURTyunLal2pRbQ0k1mv7618HBhbFbt3vc4METg4VreTZ9+kzXq9ezDRbvaXGgFgnWq6+/nuEuuOCpgi5QHf/4x4NBl1etq5kAkZ9++ilY/9G7d+9gXcgf/vCHssu2o/40dRH3ldO2VJtyayh9+OE3Ddro6Np1+Owbl5dyVU/pv//9rxs0aKhbf/3DXZs2p0fnQuVItMI7L95558ugJE7890G/S1dc8az77rvqm2FWrpoKkLgHH3wweBrRIkPkU1MXcV85bctpk6SG0n773dWgbXjsv/8Qd8MN49wHH1T/LCOrZ555Zvad90Zuzjnnd4sssolbaaUjZl80e7nrrhsXFETMo0cffT94Oo3/Lmy88Wlu4MAH3C+/1N74SM0GyPTp04MAiU/lRb6UuojHldO2nDZJaiiJ+vz79x8flLyIf0382Guv/7i+fV+omymfH330kTvwwAOD6fRht/O8867gjjnmYvfJJ/UbmOXSKvubbhofLDxca62z3XLL7esWXHAdt8EG7YI1b7WkZgNkxIgRwS+mxjeAWvDZZ9+5226bGIyLxMvFx49ddhnsevd+vmgJ+Wqnhb7a4XO++eYrGLNUL8HTTz/jN8+EZmq+/vrr7p577nGXX355UPZozz33dNtss01w/PnPf3Yrrrhi8N/wz/S62qn9vffe6954441meRr44ovprkePW93ii2/j5p570eh87b333rOfTD/wm1elqg6Qdu3auX79+rkJEya4r7/+OhgY1zTeiy66yP3pT38KTrbWcqTh+uuvd3/7299m3yEVloYGsqA9LO6669XZF677GgywhsfOOw9yl132TFA2o9qrvv7nP/8JLszx4FhyySVn32nfFIyDZEXXhJEjR7pTTz3VbbHFFsHU/fjfwXqo7t7WW2/tzjzzTPfYY48F4ZiVceMmzH6q3bTg56tn5fTTTw96WqpZVQeI/6b6h2ZipXGCv/jiC/f73/8++J6dOnXyXwYypZk6d9/9hjvuuAeKDtLrUPnwCy98yo0Z82EwRbRavPTSS8GFNv651EVcN3bffpvNZAGFxq233hp8Vlu1atXgutDUoVBT0Om//mtNHZrBqdmbmvav9WRZGDBggFt22WULfq7+/8CBA/2mVaOqA+Tll1+e/YjXw22wwQZBuXb9siy11FKuS5cuwUlN6zFT32e11VaL3rT77rvPbwI0C5XF0BaqJ5wwokHpcB1t2pzp1l57/9lPy93dQw891GJT0XXT1a1bt2AmZPyCp2nz77yTzewqlSfab7/9gin5/gU+PNq2besOPfRQd8EFF7g777wzCLjPP//c/1YFpkyZMvspb3zQ/vzzz3cHHXTQ7HO8doPvHR66FunfrutT2hSOevJQYMV/5mabbTb75mGM37zFVXWANKe77747erPUP6pSJ0BL0nqSkSPfDcqHb7HFr2Gy2mr/5xZZZLPZT8xzB7+r6spVJWr9/mbZzRLS50JjBWEXcnioskMWU+p1c6e7/vbt2ze4kIef1X/+859u+PDhbtq0dAfoFZIKFVWz0Fir/7N1qCrG008/7X9pxd5//3231157Ffws9ZIoHFXKqVoQIDHbb7999GZdeuml/stAi1EBx8cee9cdf3w/t+yyGzW4kOlo3bq123fffd0dd9yRSteu74EHHijYd0eH1mP16tUrWKOVtttvvz0ICP/fqUoUJ5xwghs7dqz/JZnSDKkjjzyyYPO68FA33gsvvOB/ScUef/xxt9566xX8rPnnnz94wmqpp884AiTm1VdfjbbG1X4jerQFqs2sWT8G3VeHH364W3TR32bvxA8Nwu62225Bv3qlO3RqVlLnzp0Lvr8+J7ozV425tKlryB9X0aGBZj1pZDkoXw5duG+44YYG4aYnhKOOOir1c6KnsOuuu84ttthiBT9vlVVWCQrItiQCxHPcccdFb5D6OVG7zjnniWCu/cMP/7aTYL3RtNVHHnkkmIaq8UH/oqtDM4oUAJoRNXXqVP9bNEpdQt27d28wUL3ddtu5V155xW9eMfX///3vf49u4sJjp512CgqiVhtd2DX7bN111y34+y6yyCKZbGqnmajHH3980fdD+yS1BALEo7sH/QLojdEdRVMl4VG9VH8qHHg+8cT0++arke7MdaHVmIBqvsUvMuGhi7MuOKpI3VhfukJJ0+f9pxvd8eoJIAvaXdS/o9e4Srn7+rQkBYnq7qk7L/7333///TOZiaalDJpI5L+vxxxzTOpPP6UQIEX06dMnemO22mor/2VUuTffnBqtFldBw7FjW24P7Zb0/PPPu549ewYX/vjFJjx0g6Tf7yuvvDLY8VPU566ZTPF2CyywQLB1QhZ97gq9yy67rGD9hgboVW07i3GVLGnQXd2K8RX4mt2Z1U2oyjkVG5O6+uqrm+3cESBF6A4sPo1Pg5KoDTNm/BSUzA6fPvr0qb6pjy1B01nPOOMM16ZNmwZBEh7+1FEFTNeuXRt9UqnUDz/8EIzTxH+mAi0Ms1qlZQDxpzedV83mykJjs+IUJDfffLPfPHUESCMefvjh6M3QFD79sqP6adwjDA9Vv62mRXfVQoPiKjmy/vrrF1x04ofWHWQxqyiku/X46mt1wZx11lnBzVs90LbbW265ZfTv03oZ9WxkRedTM8Ti63I09pU1AqQJu+66a/RmnH322f7LqDJaMxGGxzbb3JyrsulW2qEzXhpIh6aIZkkLDeMLd3W3rK6zeqMw1KSAeDDrKTBLetIMF1rqv1kjQJrw7rvvBimuN0MF4nRXgeqksFBohAGiMEH5VAcuvMi99tpr/supUWBpHUf4s1RWRMUP61l8m+3mCJFwMoJm5WWNAClBg5DhG69ZFag+6qZSd1UYHtoeFck0R4CoUGl8QF/FUrMaX6k2KtYa717KsjuLAKkimoYXzq/X7IrRo0f7TdDCrrnmhSg8NICuEiBIJusA0fTS+MQUjb9oXUOeaPFh+O9XmGQ1sE6AVBnNZgjfeNXkaemVsPiNpuhqqq7CQ1N3NYUXyWUZIBoLiK8s19TTUgUO61W8O0uzs7KY4kuAVBkFRryYW3NMj0NpKoPeufPA6OlDiwdhk2WAnHjiidH31gLHWp+mW6n4wLomE6S92JAAqULqugoXCGkvgbTfdCTXvftDUXj8858P+i8jgawCRCvXw8+N7ri14jzv9EQWn+KrEvVpIkCq1AEHHBC96WnthAibO+54JQoPbbY0bVr2pczrWRYBom1Z49ODNZCMX2lGZ3yxYZq9GgRIldKbHu73rOm9WW2cg6a9/faXBaVKxozJZ6mSNGURINorI/ye2scChbRiPXw6U5ikVceKAKliWlAYfii00BDNa+bMn9xee/0nevro3ft5vwkM0g6Qu+66K/p+WuuhSrtoSLWzwvOkUvBpIECqmEqaxHcnU8kTNJ/zznsyCo9DDx1GqZKUpBkg2n9k6aWXjr7f/fff7zfB/6gESVjFV7XH0igfQ4BUOe0BEH44NLe9uSpf5t0jj7wXhcfWW1OqJE1pBkh88a22ZUXTVAo+PF+a7lwpAqQGqGpo+Kb37t3bfxkp+/jjr2af82uiABkxgvGnNKUVINqwSluu6vtovPDjjxmfKkX7icRL6Fe6xzoBUgPGjx8fPHLqjdIGVGkNgKEhTXvcaae/uxVX7OrWWutsd9ZZ9Vd4r6WlFSCnnHJK9H20bznKoy0jwvOmHRgrQYDUCG15G77p2goX2VDxubnmWtgttFC72Y/4/+d++GGW3wQVSiNAdBOlzaf0PVQJ9rPPPvOboBF6Cgkv/JqZpaq6VgRIjVA5hgUXXDB4s7SfQRb7ROfdE088ERWhm2ee1rM/WK/6TZCCNALkkksuib6HttVFMvFaWbo5tSJAaoi24wzf9O23395/GRXQHe2yyy4bnd8rrrjCb4KUpBEgYbFEde1OmjTJfxklzJw5M5qRtdBCCwX/34IAqSHaUjK+L/Hdd9/tN4FRfEOvLl26UMQyQ5UGiKafhl/fsWNH/2WUSbsKhudxyJAh/stlIUBqjFaUhm/6qquu6mbNoo++Utdcc010TvVByGv11uZSaYDECwQOHDjQfxllUpdteB533313/+WyECA1qFOnTtEbry1CYTdx4kQ3zzzzBOdS3SGjRo3ymyBllQSIngyXWGKJ4Gs1iD59+nS/CcqkcxkuVFbxyRkzktd4I0BqkLblbNWqVfQhYgaKjVb6r7XWWtHFjKKVzaOSAJkwYUL0tSwcrNyxxx4bnc/HHnvMf7kkAqRGaeZJ+MYfdthh/ssoQ/xCttFGGwVjTMheJQGiyQ3h1/bt29d/GQlpp8LwfJ555pn+yyURIDVq2rRpbrHFFgvePHW9jB071m+CJgwdOjT64OgpjmrHzaeSAIlX3X377bf9l5HQlClToiq9ltImBEgNU1mT8MO0+eab+y+jEdqlTlMXw3PHQGzzsgaI+uzDxYPqu0c6wm5cjYMkrbVHgNQwzcAKB4B1rL/++u6II45w//73v91NN93kHnzwwWCVKbOKfuPv0HbIIYf4TZAxa4Boj5zw6/bcc0//ZRgdfPDB0Xl98803/ZebRIDUuHifcFOHVq9rrwQVZtxnn32CMZSLL77YDRgwIBg8UxeOBpXrncI1PCfaI/q7777zmyBj1gDRDLnw60477TT/ZRide+650XnVMoEkCJA6sMwyyzQIDOuhbUHbtGnjtttuu2BnN31QtU5i2LBh7rnnngu6f2rVU089FZUqmWuuuRg3aiHWAOnVq1f0dbrxQTriW0Zcfvnl/stNIkDqQHxBUHMdKvuhmUu77LJLcEHQ7on9+/cP7hJVp+urr77y/5otSn+f5ZZbLvr7X3rppX4TNBNrgMQXEKaxGRJ+pWrf4XnVe5MEAVInNttsswYX+ZY+NCi38soru2222cYdcMAB7l//+ldwhzN48GD3+OOPu/fff7/Zps5qpW3499JCTEqVtBxrgGjcI/w6xvXSozpw4XlNuiKdAKkTWkwYds/U2rHooou6dddd1+24445Bt5nGKa677jp37733Bt1Mn3zyif/PTUTrBcKfteSSS7LwsoVZA0S/H+HXWVZNozjdxIXnNWmRVgKkjhx11FENLs71dGgSgJ609thjj6A74/zzzw+6zTQJ4I033nDffttw21l1p8VLlYwYMcJvgmZmDZDwKVvjV0jX3HPPHZzbTTfd1H+pSQRIHdFGMa1bt25w4c3ToX+/fqnDbrNw3YCOHj16+KcMLcAaIOuss07wNdqVE+nSOdW5VZn8JAiQOnP99dc3uKhyzBH8ojfXeAuaZg2QVVZZJfgaTYZAusIJJjrHSRAgdSZeHI3jt0NlX1S2AS3PGiA8gWSHJxC4L774omYH0is9NDiulfg77bRTtBr/xhtvdBtuuGHUhtlX1cEaIIyBZIcxEASrzP0La60fGtPQinGNaajsSM+ePd1VV10VVBF9+umng6nATYWCv/5D2wKjZVkDJD4Ly7oFKxpiFhbc6NGjG1x8q/3QrCrd8YSzqs4777ySs6osnnzySVagVxFrgLAOJBvxdSC77bab/3KTCJA6Eb/LbulD6zrUXx1f19GvX7/U1nVYUAOrelgDJD6+x01AelRwNTyvrETPoXhZ9ywPrSxfaaWVClaWq0uoJVaWJ0UV3uphDZCrr746+jpK8KcnvqlU0i5eAqTGqX5/vKS79VBtq/bt20e1rc4666yqrm1l4e8DMmjQIL8JmoE1QEaOHBl93emnn+6/DCN1HYfnVb0ESRAgNS5ey7/Yoeq6a665ZkF13T59+tRFdV2LIUOGROdGiwzfffddvwkyZg2QSZMmRV+39957+y/DSNeF8Lxq7DEJAqSGaV1DOP1O21JqIDpv+3tYxC9g7IXe/KwBotl2888/f/B1KtKJdLRt2zY4p5pgkvSzQIDUsBNOOCH6INKnXz4Fa7iNp46TTjrJb4IMWQNEOnfuHH2txtxQGc3AUo04nc8tttjCf7kkAqRGaetJ3THozdNaiZaY2VTLJk6cWFBkUWM9aB6VBMgll1wSfa0WiqIyw4cPj87nqaee6r9cEgFSo7TiOnzjVZUWyWksKDyH+gCwtqB5VBIg48aNi75WMwFRGW1tHZ5PTVJIigCpQQ899FD0pqsvmFW5drvuumt0Lrt06dLkqnako5IAUcXpsG6T1hvNmjXLb4IEVl999eBctmrVyn3//ff+yyURIDVGg1yaVRV+AIcOHeo3QQLqA9YU5vB8XnHFFX4TpKySAJHDDjss+nrNJoSNFmOG51FjSxYESI258soroze9Q4cO/ssw0J7yYakTzWp78cUX/SZIUaUBokWr4dcnLb2B3xx//PHRedTsTQsCpIao2m64EE4XvAkTJvhNYHTGGWdEHyY91lse51GeSgNE3Yyqo6av10SSqVOn+k1QgroCl1lmmeAczjvvvObSPgRIDYl/8I4++mj/ZVRApU4233zz6Px27drVb4KUVBogopXo4fdgEkly8dlX++67r/9y2QiQGvHyyy9H3Sx6CuGuK31a6RwvdaIaX0hfGgGiCgrhNHZtFsYTYzLh3io6Hn30Uf/lshEgNWLbbbeN3nDth4FsxAvLLbjggu69997zm6BCaQSIaOOw8PskLQKYZ9reIDxvqsRQCQKkBsTrN7Vp0yYooIjsHHnkkdH53mSTTTjfKUsrQFSuZ8455wy+z9JLL03pnjLF15Dddddd/suJECBVTms8VEI9fMO1BgTZmj59ehDU4Tk/+eST/SaoQFoBIgceeGD0vajQW5q6q8LzpYu/BtMrQYBUuXip5Z133tl/GRnRmJP2P9F5V6mTRx55xG8CozQDRNWUw5I0moL91ltv+U3wP3qSXnvttaNzf/vtt/tNEiNAqtjHH38c1LnSG6QBQz4czatXr17Rh01dJJpGjcqlGSBy9tlnR98v6Z7eeaKx0/A8bb311v7LJgRIFYvv9aHd/9D8/vrXv0bvAU+A6Ug7QNTNG17IdNx8881+k9zTrDXtDaTzo3EjPWGngQCpUtrsKSyzvMQSS7hvvvnGb4JmoOnS4YIrHcyAq1zaASIqBKg9cfQ955tvPvfqq6/6TXLL385Z+walhQCpQlppq9k/4Rt+/fXX+03QjLRBV7zUyfjx4/0mSCCLAJF4ZVnt96LJEHDB9tThedEFP801MwRIFbr11lujN3yDDTaoeKYEKqetgMP3ZI011kj1Q5g3WQWIKvO2b98++t4HHXSQ3yR3VOctnOqscVSVw08TAVJldGEKu0z0SK5FP2h5msESX717+OGH+01QpqwCRLTwM+zr13HKKaf4TXLj9ddfdwsvvHB0Li699FK/ScUIkCqjXcHCN3yfffbxX0YL0haq8YvTHXfc4TdBGbIMELn//vuju24deRy3+vTTT6OCkzpUtTiLvW4IkCqiC1S49kAVMlWbCdVFoRF+KBUm7MudXNYBIpqJFQ6qazKKuoXz4uuvv3bt2rWLzvGmm26a2Sp9AqSK7LHHHtGbrvLiqE7qvop/OCl1kkxzBIhcdNFF0c9RiOThSWTKlClu/fXXj/7dq622WqbrlwiQKqGZPuGbvtxyyzGDpIrpvdFAevh+qdsR5YvvKJhlgMhJJ50U/Swd9VyWRms9wi1qdWgsVfXCsrTKKqsEP0tLDbJGgDRC87Tbtm0bvfG33Xab3wRV5qWXXoq6GzXFt5KS2HmgrYPVraRCfuH6Jh3akz7LO2TRk0jYnaVDs7Pq7QZNu2guv/zy0b9RF/YsK0nrqbtPnz7R9HbN8MoaAdKIvn37Rm+8NjXKYrAL6YuXhtDdHnu0FPrss89cv379XMeOHV2rVq2ic+UfGku6/PLL3Y8//uh/i9QovOID61onUi+LDbVOLLyZ0aF6VxpEz8rDDz9cUFMrfA+zRoAUMW3atGBDHL0JujPTRveoHSpvEn6IVPYk7yZPnuyuvvrqoNZS/Ekjfqy88spuvfXWc/PPP3/Bn6v75YEHHvC/ZWo0Oys+i04r1mu57Imeog499NCCc6jzrqe9LKg7TE+M8Z+nJ5DtttsuKGqZNQKkiPjqWfUNo7ao+0WFFsP3UAUY80ZdJRdffHEwoSB+cYkfGjNSufX4Kn5d6I499tiCJwMdnTt3dm+88UbsJ6RHs+biiw11qABjrRUqVRjGp+mqi+7EE08MusPT9u2337qePXsGVRji522rrbZq1qoMBIhHC33CR/sFFlgg08dOZEel3sO7bXUlpFWorpq9+eab7pxzzgkqJcQvKvFDTxmqlFtqoPyVV14J7mLjX6vPRffu3YMn9LSpq+wf//hHwc/TxVEzH2fMmOE3ryqq0L3XXnsV/N21c6b2OE+butL1hLbkkksW/LwVVlihRdZAESAe3WmFb4oG+lC7NLsnfC/XXHPNuhukFQXjmWeeGYwfxC8o8WPjjTd2F154oalLQxfBcFZPeKh7V+MoWdxZjxo1KpjmGv95mo6q8Zhqe/80nnTCCScE68Pif191oX7wwQd+84qNHj26wZOauvx0Q9BSIUuAxOgRNHxjVl111aCOD2qXZqXEC2B269bNb1KTxowZE4SjfkfjF5PwUNeJKr1eccUVwTTSSulzcMEFFzQYH9Esxccff9xvXjH9PBUbjA9C61BwnX/++S0+MULnVN3c4aZZ4aFJG5VuR1uMxrAOOOCABu+z/kyvtSQC5H/0CB2fr3333Xf7TVCDNBag7oTwfb3zzjv9JjXhqaeeCrqP1FXhX0h0aMyiQ4cO7tprr82s21Xft2vXrg0G4tV9k8Xqfz0xaXtcfzxG01NVBmTYsGHNdpOnVeMDBgwIZq/Fpx/rULBqPCLt7R30VKEg1VNG/OfpKURPI9WAAPmfyy67LHqD2EGtvgwePDh6bzXjJ4vuhbSpe0jrWI455piCCQH+hbRTp07uxhtvzHzdRtwLL7xQUMRSh54WVB05i4rImml0xBFHBP9e/xwsuuiiwZ24zkHaIfb2228H0/kVkP7Tlw6NkaowZBZPRBrP8G8WNO6h8Y9qWlJAgLhfp+2Gd6m629EAIuqL7pzDD6LW9WTRf18pPQU/9NBDQVmWcBq5f6jbRNM2VUdK9ZVa0sCBA92yyy5b8PdTN47u1LOgriMNqsdnOvmHpiPrgq8w042DSqV/9NFH/rcqoG4gTdXXYmEFgsoX+Rfv+KH1FpdcckkmU3O1+FAzqeI/T5MJ9ISjmVfVhgBxv75p4ZuV5s5gqB66M453UWr6ajVQN4W6S7VVcnw9RPxQF4aqQN9+++2Z3OFXQgPbuqj74wGaPvz888/7zVOjsRdNsV9ooYUanK+mjsUXXzwIIP3Xf62pQ2VBNL1ZT19Z+Pzzz4OnrHAVeXjoZiHr0ieVIED+R7M8tMd5tc30QHp0oxDOm9cHNYsB4HLod0xdFPvtt59r3bp1g4uVDj0Rq7yHZkG11AybJNQtqJCL/xs0VnDIIYe4Tz75xG+eKj1l6IlAMygbO59JD3VZaTaVJiJMnDjR/5Gp0VOn9gSJj9Pp0FOOVpdXOwIEuaILQvghVfdLFt0QxWiAVV07Gvz179bDQ/35uqt+8MEHm21wOG3abS9eeTa8GGv21MyZM/3mmVBXl7oCtfpePQr777+/22abbYJDiyf1BKL/hn+m19VO7UeMGFGyyyst9913X1Q5NzwWWWSRoJ5VNXaxFkOAIFc0ANmlS5foA7vLLrv4TVKjwdWbbrop+Hn+iuHw0BqHo48+Olj4WCsXjVK03bNqQfndRBqfGDp0qN88d7RYeccddyw4Nxp7Pe6449xXX33lN69qBAhyR/3NunCHH17d8aVFU101c0eruP3pp+GhCq1aR6CtkatpRk3aNMivhXb+7ClNN54wYYLfvO5pso5W2/tFLDXrs1aLSGYaIPGTVEqStuVQP7M+yOoy0COr+kY11VAfXs2y6N+/f7M9UqP6aMVzvNRJJRc0dZmoCrBmz/hrJMJDq7k1k+a5557zv7zuqcSKSsbHz4fCVU9eWUyBrTZ6stS1SF2U8XOghaC1vt4snat1I5KEQpK2pWg6nmZN+B9i/9BdaBYrR1Eb4hsbqRRIki1GtUBRpW7iK939Q+VTNENJ+5TABeMS8U2/dGgWlcK3XneQ1KZ06667bsG/WetH9LtTq+NccZVfrZsQP2mlJGnblHPPPTf6PnpU1F2OBvZ0p6MnDk2JU5dF/BcZ+aQZMKoTFf4eHHXUUX6TAqpGq2KF/iBx/NBrqk2kfm40pKC48sorG0y/VdhqALte6AYjvh22Dj2dapKEamjVi0yvnvGTV0qSto3RlMfwe2ghVlP7eCj9e/ToUdHPQ+1TuQzdEYa/N0OGDCl4XU8Peopo06ZNwe9o/NBTiO4oLcUK80o3dNqH3V/3oKmztVbGPe67774LtlP2J01sscUWTV6PalWmV8/4CSwlSdtidDepfcv19Zp/rj7ucuiOEvk2aNCg6HdPd8b33HNPMF7hV6END91JarxDd9JpFCvMM1UT3nbbbQvOrwbdtSYr7dpSWdJkiFtuuaVB2RmNudbzdti2q3WZ4ieylCRti4nXO9phhx38l4EmacFb/HfQPzToq5lVGgzNqlhhnunJb6WVVio455oGfMMNNwTTgquZJkbEu0J1qMS7yuwnGVerRbardZniJ7SUJG2LiV8ANMMKSEJdD36/vLohtLpZaznyMFuopWmM8rzzzmuwmlwbZGnKc7XRRlIqQeNX5913333dpEmT/OZ1yXa1LlOSUEjStpj4oHip3daAYjSlUhcvTa/UqvFa6kKpJ9V+YVbQabJOsaBT2f08sV2tyxQ/uUkOi/jdIx98oPapa8ifJq0yMOoaaqmadZr273e1acmAyslXe1dbFmxX6zL5wVDuYRFf9VsvJSEAuKB0vcrEx68RmjCjyQ/NRYP9qpsV/ztosF8zOfN8w2q7WpcpSSgkaVsMTyBA/VIZe02P9be51d4uWU6P1UZdWh/kTzf+y1/+Emw4lXe2q3WZkoRCkrbFxPd6YAwEqE/adXDPPfcsuF5oWrU2DEtzgZ6WBahys79HixY8jhw50m+eW7ardZmShEKxtqrDf/LJJ7sNN9zQLbzwwsGsGA1wanW5P5imQbfw65mFBdQ3lQhp27ZtwXUjrRIhKqdfrOSKyr3Xa8kVq9JX9goUC4XGFGsb/zP/0AYs2kgmFF8HolLJAOpb2kUKVfQxXupfh8ZWtS8907iLK31lr0D8jSilWNt11lknqCukWlZa8aud2fRU0rFjx6DdlltuGbX1V6I/+uij0WtN0XQ8ALVLZdJVHt8vk67rRDll0psqO5/lboT1oPSVvQLFQqExSdpOnjw5aKcpfXHDhg2Lvoem1mkL08YocMJqrABqn4pddurUqeBaoicI7TZYbOfJcOMr1c2Lfw0bX5Uv06tnklBI0lalJNROdWZ88Wq8uqM49thjg1Ws+gXSAiBVydRjr8p3l/vzANSO+++/v8FWsRpD7d27dzSGoV6N9dZbr6BNuPVupWMoeZLp1TNJKJTTVn2e6qdUxU61u/DCC/0mAc0P97fTLHao8JlffRVA7VMPw2WXXdZgFpUKZLZv377gz9Tlfeihh7pPPvnE/zYoofGrdQrib1IppdrGX9eiIm1C0xTNG7/22muDPa9XWGGFoLhZuCPh7rvvHlTO5E4DqG/avrhbt24N1nGEx6abburGjBnjfxnKVPxqXYXib7r6NTXA9eyzz/rNAKCB8ePHF3Rb62ZS9c5QmZoJEFH/pdZ/qC9TfZq6qyh33w8A+fbMM89EAdK9e3f/ZRjUVIDEabGPfhG0yBAASokHiDYMQ+VqNkBUjVO/CP5UXgAohgBJX80GyIgRI4JfBA2QA0ApBEj6qjpA2rVr5/r16+cmTJgQrBbVzCpN41W9m3B6nhYDAkApBEj6qjpAwje7sUMzsVpqYxkAtYUASV9VB4g2cdGGLdoqUtUwVetmqaWWCgqeDRw4MJc7gAGwIUDSV9UBAgBpIUDSR4AAyAUCJH0ECIBcIEDSR4AAyAUCJH0ECIBcIEDSR4AAyAUCJH0ECIBcIEDSR4AAyAUCJH0ECIBcIEDSR4AAyAUCJH0ECIBcIEDSR4AAyAUCJH0ECIBcIEDSR4AAyAUCJH0ECIBcIEDSR4AAyAUCJH0ECIBcIEDSR4AAyIVxz7zsVpyjbXBc1PMq/2UYECAAcuHVZ95xHeY4Ijiu7znEfxkGBAiAXHj3mc9ctzn6BseQns/5L8OAAAGQCwqQI+foFxxDez7vvwwDAgRALhAg6SNAAOQCAZI+AgRALhAg6SNAAOQCAZI+AgRALhAg6SNAAOQCAZI+AgRALhAg6SNAAOQCAZI+AgRALhAg6SNAAOQCAZI+AgRALhAg6SNAAOQCAZI+AgRALhAg6SNAAOQCAZI+AgRALhAg6SNAAOQCAZI+AgRALhAg6SNAAOQCAZI+AgRALhAg6SNAAOQCAZI+AgRALkz7eLo7Zu4bggB5+obX/ZdhQIAAyI3JL011L987yf9jGBEgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAA5EK4BkQH0kGAAMgFAiR9BAiAXCBA0keAAMgFAiR9BAiAXCBA0keAAMgFAiR9BAiAXCBA0keAAMgFAiR9BAiAXCBA0keAAMgFAiR9BAiAXCBA0keAAMgFAiR9BAiAXCBA0keAAMgFAiR9BAiAXCBA0keAAMgFAiR9BAiAXCBA0keAAMgFAiR9BAiAXCBA0keAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYPL/uNCa0mf8uvIAAAAASUVORK5CYII=)
| Product Number | 3H32-H-S1 |
| Purity | 95 % |
| CAS | |
| MDL Number | MFCD31793561 |
| Molecular Formula | C10H13IN2 |
| Molecular Weight | 288.132 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory