![4-Chloro-1H-pyrrolo[2,3-b]pyridine-3-carbaldehyde](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACDxAAAg8QHO/HOYAAACPHpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfxeJ64zOBRCFV1GqlldpdaduV9m5FwEmQwK6AnN5+x9C0EBwicTGy55t/7PllFg+nIkcHVVaZ0ZHHMPWQ0olJM72NvD9v3yeh97BcJJAEibqKvF1dv88JOR6PONmpIj4ZjRNTeO3+/FRlvZyjwKbcEk4pI39fnl8bZpLpqo51ooCqsnnVLD6bJK6bLm5IkCIuD5kmbTopykNb7R+n9qP4VKXe11keYW8FKNpkuUIbUxZxjQ6cYvjoN7RVWpVxrVK0PsOywBLOvly8PJlkXyhdQ2grZEmcv9blPoGFwuQq2UMxCH48RV7BAIhrU6zKMj63IcrSyIsZ3GKubJm387uCXnI4KY+8KWacBh46Qyxw6FMrSSzXpfk1PYQ5FswNCzccYOlL0cIM+9INy/swXB51w/4V/HPY9oTiIHDTU7e0xEEY0HvSwVB6d05LA0N+NHtdw5nbcgILzuVnMzLwZ656obsZjiUL+KWZWyeZueGuNMeUuZUZvSUdyql/cY4Mqe+kr433q6UZFpKyT99RmIeLvmG87gyuvUM6/l8bnXbCpugaVG3Kb7WpuNVA1t6mTFVphwIFbGoX4H2AI2vpD2DlAkQfEMjaeAyQfUAia90xwO8DPrJuHQOmfWCKrEPHgKAPBMhacAwI+0CIrO3GgFkfmKHGamODsPu90VHUGOyD4U6GDWX4eGNsOPC7iBjcrxshHUuSy/MN4eBpJ513n8Dfbvkfm78j5AN1THoAAEO4SURBVHhe7d0J/FRj//9xbnuliFDZyl72NUpUdhJu2011k7Vue2Qpt+4sCam4k1AoS8tPCSEUWVNSUbKEEi2SECVyX//v+/Sf6Zxr5vv9zlxz5sz5zryej8f1eND3nDMzZ86c98w51/W51jEAADhYx/4HAAAyQYAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECIAqb52B6yQbosPeBlBQX//ytbnv4/vMKeNOMbsN381s8fgWZv2H1ze1Hq1lGj7d0LQZ18bcMe0O89lPn9mrJhEghcHeBlAQc5fPNe1fb2/We2i9QABU1JqNaWYmfDfB3hQBUiDx29vTphnTo4cxzZsbs+OOxlSvbky1asbssIMxhx9uTPfuxnz4ob0WgCrklfmvmNqP1U4JiEybraK/IX/is7c/+cSYk08ue0brZNZOOmnNOgCqFIWH/avjmLHHmIGfDDQfL/3Y/LDyB/PnX3+aZauWmS9//tI8+/Wz5sb3bzS7Dtu13JAgQAojHnv7ueeMqVEjNSQqa1pH6wKoEnTZyv/LY8endjSTFk+yFyvXWwvfMi2eb2H/MwFSIIXf2y+8YMzf/hYMhjZtjHniCWO+/NKYX3815rffjPn6a2OeesqYU081Zt111y6rdbUNALHXbkK75Im+wVMNzJKVS+xFnBAghVHYva1Q2HzztWGw7bbGvPeevVSq999fs2xiPW1D2wIQW+pt5b909f7i9+1FnBEghVHYvd227doQqFvXmG+/tZcon5bVOon127WzlwAQI30/7ps8yR/34nH2n3NCgBRG4fa2fjGsv/7aAHjtNXuJyr366tr1tS1+hQCxpfEciZP8w7Mftv+cEwKkMAq3t/v2XXvyV/dcV82ard1Ov372XwHEhL8X1awfZ9l/zgkBUhiF29unnLL2xD9ggP3XzPXvv3Y7usEOIJb8va+W/r7U/nNOCJDCKNze3nXXtSf+jz6y/5q5GTPWbkfbBBBLKk+SOMlrnEeYCJDCKNzerl177Yl/aQ7fRn74Ye12ttjC/iuAmOAXSPEp3N7230D/M4dvI3/8sXY72iaAWOIeSPEp3N7mFwhQUuiFVXwKt7d32WXtiZ97IEDRYxxI8Snc3la5ksSJP4peWBoj8thja2pn5fKLB4ATRqIXn8Lt7SjHgaxYYczWW69dTq1hQ2POOsuYPn2MeeedNcsAyCtqYRWXwu3tr74yZr311p7Qx4+3l6hcpiPR588Phke6pvX328+Yjh2NGTzYmI8/trcCIEf6FbL5Y5sHQiTbarwtn29p/zMBUiCF3dvnnLP2BF6vXn5rYXXpYsxGG6UGR0Vt002NaVl2sF5/vTGjRxvz3Xf2VgFkadz8cWnnA3lo9kNm5o8zvS6+Gify06qfvPlAxswdY26afBPzgcRQYfe2yrXXqrX2hK0Ku5My+DbiWo131Spjpkwx5r771gTO7runhkZlrX79NfdaevUyZsIEY375xX4UAJVQiPh/iWTbbBX9DflT+L397LPB+T303ypzork/FAqaC0T3J+bONWbYMGNOOy3c+UB++qnsaB5nzG23rZkRsU6d1NCorO21lzEdOqzpDKApeVevth8FgEWXs3RPxP41UlFr/lxz5kSPkXjs7VGj1sx9bp+YK2uakXDMGHtruVNYjRxpzDXXrLnBn+1z0xzuTZsac/XV5q8RI8wK3e8BkJaCRF18NU5El6k0Yl2hUvPRmqbh0w29f+85raf54ucv7FWTCJDCiM/enjnTmBNOSD0Zl9dOPDG6OdH/+suY6dONGTjQmAsvNGbvvYO/gipo35e14WWt85ZbmktbtzY9evQwL730klm2bJn9KABQpaxj/0PBffihMd27r/nmv/32xmyyyZqm/9a/3XLLmmUKbflyY954w5i7715zWW277VLCQ21OWXu4rP2jrG1T1tbxtV133dWce+65pl+/fmby5Mnm999/tx8FAGIrfgFSlS1cuOaezo03GnPUUcbUrGk+LAuK3mXtxLJWzQoQu2244YbmwAMPNJdffrkZMmSImT17tv0IABAbBEie/Tpzppn22GPm3n/9y+y///5mgw02SAmOitpmm21mjjnmGNO1a1czZswY8/3339sPAQAFQYBEbOXKlea9994zffv2Nf/4xz/MzjvvnBIalbUddtjBnH766aZ3797mzTffNL+ppxoARIwAiYGlS5eaF154wXTv3t2ceOKJpnbt2imhUVFbb731zL777msuvvhi8/DDD5sZM2aY//3vf/bDAECoCJCYmjNnjnn66afNVVddZZo0aWI22WSTlOCoqNWoUcMcccQR5uqrr/Z6fi1evNh+CADICQFSRfz5559m6tSp5r///a8577zzTOPGjVNCo6K2/vrrc/8EQKiKO0A6dTJmxx2Nad7cmM6djXnmGWPmzbOXqrJ+/vln89prr5mePXuaU045xWyzzTYpweFvt6gLNACEpHgDRGNF1kkdl+E1lXbXfCR33GHMK6+sKWdSJObPn29GjRplrr32Wu8S1rrrrpsMkJNOOsleHACcFW+ALFqUXQmSRo2Mad/emPvvN2bq1DVzrReBTmW/whIBsvHGG5vlGgAJVAEvzHvB1Hm8jmk0opH56hfKAcVR8QaIaE4PlXFv0WJNaXY7NCpqZSdbc8ghxlx55ZrCjp9/bm+9Shg/fnwyQNSGqSAlUAUcPPrgZH2rLpO62H9GDBR3gNg09/ojjxhz6aXG7LtvcEKrTJrKxqte17//bczzz1eJqXFXr15t6tSpkwyQM844w14EiCX98kgESMe3Otp/RgyUVoDYNADv7beNufdeY3RibdAgNTQqa/6pcd99N5ZT41544YXJAKlevXrZU4zfcwRsBEj8lXaApLNkiTHPPWdMt27GHHecMZttlhoaFbX11zc/7befmdqpk3l38GDzeQymxlX1X/9lLN1kB+KOAIk/AiQTn35qzBNPGHPFFcYcdFClU+N+VdYeKWvnlrW6Za1mzZqmVatW5vrrrzejR482CxYssB8hr1atWuXV1EoEiCoAA3FHgMQfAeLCPzVu27YpU+NOL2v3lrXWZa36/z9p261+/frm1FNPNXfddZd5/fXX8947ql27dsnHrlWrlhcqQJwRIPFHgIRFE0S9/LI3Ne6sk082d9WpY45IExzlNY3X2Hvvvc0FF1xgBgwYYKZNm+bdAA/Ls88+G3g81d4C4owAiT8CJI+++/prM3LkSHPNNdeYZs2aeTew7eCoqFWrVs00bdrUq2c1YsQI87XmiHekKsCqj5XY9vnnn28vAsQKARJ/BEiE/vrrL++XxYMPPuj1jNIvDv9I8UyaypWoHpaLs846K7mdLbbYwquvBcQVARJ/BEiB6d6H7oHcfffd5rTTTjPbbrttSmjYTYURXe6Z6FeMfzuvvvqqvQgQGwRI/BEgMbRw4UKvt9YNN9xgjjrqKK8Xl//ErxvwfziUWvn1118DZeEv1YBKIKYIkPgjQKqImTNnmkcffdTcdttt3lwhrtTzKxEguhymy2pAHBEg8UeAlJihQ4cGfs1MnDjRXgSIBQIk/giQEvPTTz+ZDTfcMBkgV2hwJBBDBEj8ESAl6IQTTkgGyHbbbcf86YglAiT+CJASNGjQoMBlrEmTJtmLAAVHgMQfAVKCfvjhB68rcCJArrvuOnsRoOAIkPgjQEqUugcnAqShStIDMUOAxB8BUqIeeOCBwGWsDzWHPBAjBEj8ESAlSoMV//a3vyUDpGvXrvYiQEERIPFHgJSwww8/PBkgu6skPRAjBEj8ESAlrG/fvoHLWLNmzbIXAQqGAIk/AqSEffPNN4FqwD169LAXAQqGAIk/AqTEHXLIIckA2Weffew/AwVDgMQfAVLievXqFbiM9cUXX9iLAAVBgMQfAVLiVNnXHyB33nmnvQhQEARI/BEgMPvuu28yQA466CD7z0BBECDxR4DA3HrrrckA0U31efPm2YsAkSNA4o8Agfnkk08Cl7H69OljLwJEjgCJPwIEnkaNGiUDpFmzZvafgcgRIPFHgMBz8803JwNEJU4WLFhgLwJEqtHQsgDpt47XOk4gQOKIAIFn+vTpgctY/fv3txcBItWoe1mAXLKO1zo+RYDEEQGCpJ122ikZIC1btrT/DESq0bllAdJ0Ha91vIcAiSMCBEldunRJBogmnFqyZIm9CBCZRk3KAmTzdbzWsTMBEkcECJLef//9wGWshx9+2F4EiIy/Y0fHjgRIHBEgSPrf//5ntt9+++SH9vjjj7cXASJDgMQfAYKAq666Kvmh3XDDDc2yZcvsRYBIECDxR4Ag4K233gpcxhoyZIi9CBAJAiT+CBAE/PXXX6Zu3brJD26bNm3sRYBIECDxR4AghT6siQ/uJptsYpYvX24vAuQdARJ/BAhSvPbaa4HLWMOGDbMXAfKOAIk/AgQpVq9ebbbccsvkh/fMM8+0FwHyjgCJPwIEaV1wwQXJD2+NGjXMihUr7EWAvCJA4o8AQVovvvhi4DLW6NGj7UWAvCJA4o8AQVqrVq0ym222WfID3LZtW3sRIK8IkPgjQFCudu3aJT/AtWrV8kIFiAoBEn8ECMqly1b+y1hjx461FwHyhgCJPwIE5dKNc91AT3yIO3ToYC8C5A0BEn8ECCqkLryJD7G69v7555/2IkBeECDxR4CgQsOHDw9cxtIgQyAKBEj8ESCokMqYqJwJH2REjQCJPwIElTrllFOSH+RtttnGK7gI5BsBEn8ECCqlku7+y1hvvvmmvQgQOgIk/ggQVEqTSmlyqcSH+corr7QXAUJHgMQfAYKMaHrbxId5u+2286a/BfKJAIk/AgQZeeSRRwKXsSZNmmQvAoSKAIk/AgQZWbJkiVl//fWTH+guXbrYiwChIkDijwBBxlq1apX8QO+00072n4FQESDxR4AgYw888EDgMta0adPsRYDQ6EtK4li78MIL7T8jBggQZGzBggXmb3/7W/JD3a1bN3sRIGcrV640//nPf8y6666bPNY22mgj8+STT9qLosAIEGSlWbNmyQ/1HnvsYf8ZyMmwYcPMDjvsEPil629NmzY1H3zwgb0aCoQAQVb69OkT+EDPmjXLXgTI2ocffmiaN2+eEhjpmn4Fn3/++WbRokX2ZhAxAgRZmTdvXuDSQo8ePexFgIx9//333v2N9dZbLyUodt55Z/PMM8+Yu+++25vQzP57zZo1Ta9evZjorIAIEGTt4IMPTn6I9913X/vPQKX++OMPc88995QbDHfeeWcgGBYvXuwFjf8enD9oxowZ49s6okKAIGv61uf/AM+ZM8deBCjXCy+8YHbdddeUIMjk0pQudR1++OEp66odddRRXFKNGAGCrCkw/B9cBQpQmdmzZ5tjjz025cSvppvjU6ZMsVcpV3k32zXY9bLLLjNLly61V0EeECBwss8++yQ/tLqkBZRHxThVgHODDTZIOeGrrppr91xNuazuvtWqVUvZbu3atc1///tfZtDMMwIETnTzPPFh1U113VwH/FavXm0GDBjgTYVsn+A1Sdktt9xifvvtN3u1rM2fP9+ce+65KY+h1rhxY2bRzCMCBE50rdn/QVX3XiBhwoQJZu+99045oaudddZZefnC8c4775gDDzww5fHU2rRpw726PCBA4EwDCRMfUN3YBL766ivz97//PeUErrb//vvnfTIyTTMwePBgb+ZM+/E1mv366683v/zyi70aHBEgcKZSJokPp3rQLFy40F4EJWL58uWma9eu3knaPnFvtdVW3nQAUU6FrJBQWPgnQks0hcujjz7KnDYhIEDgTMUU/R9MFVtEadFJ+PHHHzf16tVLOVHr5H3ttdean3/+2V4tMrpspctX9nNT0+UuXfaCOwIEOfFXTFW5d5SO9957zxxyyCEpJ2a1k046yXz++ef2KgWjG+m6oW4/TzXdgNeNeGSPAEFOrrvuuuQHUX3wNfEUitt3331n2rVrFyhpk2i6LzZu3Dh7lVhQl1517VUXX/t5V69e3esSrK7ByBwBgpxoalv/B/G4444zX375pb0YisDvv/9ubrvtNlOjRo2UE/Dmm29u+vXrVyXGXWiQoQYb+mfYTDQNTtQgRWSGAEFOdFJJV59ov/32M7feeqs3+hhV38iRI02DBg1S3medhDVb4A8//GCvEnvqiq7yJ/ZrUlNlYJVNQcUIEOSkc+fOKR8+u+myxr///W8zffp0e3XE3IwZM8yRRx6Z8p6qtWjRwnz00Uf2KlXOs88+6xVktF+fKgSrgKMqBiM9AgTOXnrppcB18HQlue2mm+433HCDd+kL8aV7WZdcckna97Rhw4ZemfViosq/qgCsSsD261XFYFUOVgVhBBEgcKKKqVtvvXXyQ6YTzcSJE71ukz179gyUfC+vbb/99uaqq67yBpfRJz8edJJUVYHNNtss5f3SvY/bb7/du2xZrHRcqyJwusuyqiCsSsJYiwBB1nSyP+aYYwIfLtU1sqlcxb333uuNUk/XY8ff6tat611LHz9+vFdDCdHTL8rdd9895b3Re/fPf/7TLFiwwF6laKkysCoE2/tCTRWFube3BgGCrGmGOP8HSvOkV3bS18lHAw113TzdZRF/U/G9Dh06eCc0ZpvLv88++8yccMIJKe+DWpMmTcz7779vr1IyVClYFYPt/aLKwqowrErDpYwAQVb0zcxfHkLdN7MtjKfr6yptoW9y6UpN+JuuP7dv39670bly5Up7U8jBTz/9ZK655pq0Zdbr169vhgwZYq9SklQxWL+wVUHY3k/6sqOKw5V9gSpWBAgypvpCdm+V//u//7MXy4pOYiqFoXITG2+8ccoH1N802EuVXNVP/9dff7U3hQypJtVDDz1k6tSpk7KP9R6oxhn7N5W+KJ199tkp+0xNlYdVgbjUECDImEYf+z806qUTJp20nn76aXPmmWd6YWF/SP1N3wZPOeUU71uyQgiZUUcHzWNv70+1008/3Xz99df2KrCo04cqC9v7T02ViFWRuFQQIMjI0KFDAx+URo0a5bXsg7Y9atQoL7TSda30N10GO/74482gQYOq5IC2KMydO9cLZnvfqWl2yTfeeMNeBRXQrzhdhlWlYXt/qiKxKhOrQnGxI0BQqS+++MJsuummyQ+ILnNEOYBMN9JffPFF78b6FltskfKB9TeNjG7ZsqV3XZry8mt+1d18881pLw/q+v3AgQNL9vp9GFRpWBWH093LU4ViXZ4t5i7qBAgqpHEBBx10UOCDoYJ0haJaS6qsqstn6SYN8jd1P1UXYo1r+Oabb+xNFT39atx2221T9otuml999dWx7UH0448/epfS1F5//fXkf+vf40qVh1WB2N7XaqpYrMrFxYgAQYX81XbVdLM7LvTNTtf01Z0yXVdLu+mDrNHGxV7scfLkyebQQw9Nef1qutT36aef2qtESvt/7Nixpm/fvqZTp07m6KOP9gaV2s+1oqblVcdK6+sLggb46ZdyoakSsX+mzkTTlxldjlUl42JCgKBc+jD4R+Tq22yc7zHoW16XLl28Uhv2B9huupHco0cP88knn9ibqbI01ua8885LO2hzt9128y4DFoLGmTz44INeDyZ/9YJ8NF2WU2cA/UqeOXOm/VQioV/JqkysLu7289NoflU0LpbR/AQI0lq8eHHgEpEG/+lyQlWh2RJ17T/dyGq7aRktq3WqIt0juuOOOwL3qRJNJUlUDSDqOk76ZXjRRRd540ns5xRl001ujSPSl6Go7/Xoy5aqK6QrG6/KxqpwXNURIEihS0Oa18N/wGtsQFWlXxn6taHeRvYH2W769aK5tKvKNevRo0cHZoVMNAW+TuBRTvClS2M6TnbccceU51Ne07I61i6//HLTvXt389hjj3lNr0tfWBJN/5/4m5a74oorvMtxmfzaTDR9IVLtNQ2GjZI6nKgCg/181FTpWBWPqyoCBCl69+4dOMgPO+ywKjFRUCZ0/V33QcqbitXfdF9F91f0bTpuPWk+/vhjr7eZ/ZzVjjjiiEhL5+t+hjor2M/DbgoLFSrU2B2dVMOqLKBfYNofKjui0Nxll11SHttue+65p/c8ojyuVcE4XeAp7NUpJMqwDwsBgoAPPvgg0CVRl0A0hqAYaWSxbsBmUuxR314vvfRSr9hjlCcdmy6L6MZxussiOkGPGDHCXiUvNA5Cl2A0cZj9PBJN4yE0sG7w4MGRD1DUHOfqhaYb1xUNStUMhPfdd19exzT56d6HKhqXd7lRx2PUlxtzQYAgSQOf7G9vUZ2QCk03oDV2RN/q052c/U1jUTQmRTeloyr2qNDSia68+bw1+2NY3+gro+Co6N6SAlnjS+LSTVi1rJ544gnvkld5763KuvTq1Suy91PHmyocp/vion2rQqJVAQGCJB3Q/gNZs7GVIl1K0Kh2XZtPN0DM3zRKXt9ydY0+X99iX3nllXK7hrZt29Z8++239ip5obEO6nJrPw819S5SYcaof2lkS51DdAmzvN5gmvMjypO3Kh2r4rH9PNRUIVk92OKMAIFH14/9B69OWPrmVupUZ0vXylV3K101Vn/TLwGVC1E9rzCKEWpcQ+vWrVMeR00Tdr377rv2KnmhYNTN8XRhqq6qmq44zt2709Gvtf79+6ed511N452irGmly23peqxp0KeCOa713ggQeDeW/fWmVPYiypuwVYVCQZWAVRG4ouvqiX2ok5BKWWT74Vd5DA3gTHfC1sRb6okU1U199UZLd5JNzE6oCs1VmS4N6vJWup5jeg/VBToqOr4U1OnKzugSmyoo695TnBAgJU437OzpZ3WtHRXTN1hdttLlK81ZYn/g/U1BoLlPdFmsop42OjlomXSXV3RD+sYbb4ysQJ8C6q677ko7V8gZZ5zh3aQuJvqVpV9S6U7eupT0/fff26vkjS4DajCk/TzUNABWvQLjggApcRrz4D9Adcmk0HTzNVH/yF8LKS43ZW268arr5rqxrpHQ9ofe3xLFHjU7o3+K2LfeessccMABKcurnXrqqZGWX9HlqHQzFOr+gO7HFDNdttIvR/u165efarBFSRWSyxu7pEulcegdSYCUsFdffTVQqkTXYCv6hhwm/VzXSfeee+7x+sCr50660tjpmpbT8lpP62s7YdxzCINGO6urr7r86qRjP3d/001wdYNNNzZAba+99vK2FaWpU6emLcCogX5R9VCKA/U0U7da/z7QZ0UzE0ZJx5N6tKX7YqJfpfo1WMgvVgRIidJPcv8JTh+OfM6opksi+kala7xNmzZNe2kkl6btabvavh4nqnsEFdFz0ORDGv2cTbFAdRPWL5SoS2/oG7Y9PkEnUQ2AK0X6hq9BtPb7o96KUY8FUkiognK6z43CpVAIkBKkE5t9ieKmm26yFwuFyojo2n0m1XLDbHo8PW6ciiVOmjTJu2SYrvSImkYkq0RHIcqWDx8+3PtG638+ujemS4elTEGhz4b/l7raMcccE9n9KD+Vi9F4FvvYKdQXJgKkBGm0q//gU+nvML9R6WDWbIL2zfl0TZdxVClWcymou6IG81VUC0l/13JaXuulG4hlNz0PPZ9CfcjSUS83e4rgMWPG2ItF4v777085QapybildsqrM888/n9LzTpcfCzVpmaoR+J9LoXpnESAl5sMPPwx801QPorC+ZSa6RGq6W//B7W/qkdSsWTOvx4uCIdey1lpf29H2tN10XV8TTc9Lzy/MsMyFnrf/+ameU9QUHvZ+0q+gQp2Q4kyD/uz7dPoSE2UPrQSVq/c/j0K9XwRICdGNZh3w/gNP4xrCoJNhutHSavqVoKqj6qKa73ED2r4eR49X3q8TPU8930IrdIDospX9y0Nl4VE+De7ceeedA/tMv0SyHeuTKwIEkVMlVP9Bp26nuVJX1HPOOSew3UTTDVhdP1bRwkLQ4+rx7d40iabn7e9KG7VCBohumPt/iSpsNekTKqdfHHb3WvUKzFcpm3QIEERK5TX8B5wKtuXa9VWXg9INotOoWX2TjfpbWXn0PPR89Lzs56rnr9dRCIUKEHXVtXtb8csjO4sWLUr5JaKOKVFV0iVAEBkNjvKf6PXNM5fZ9/RN64ILLggcwGrqYqheRrkGU77oeen5pesKqdcT5TdIKUSAaJCgPc5D9zyQPd07tPelxstEgQBBJHTD2K722bdvX3uxjKkboSbj8W9PTfcc4tRltiJ6nnq+9mvQ69Lri0rUAaJeaCeeeGLgMdXbqlAnn2KgY8ke5Kd7S/lGgCASGgvhP9B0AnHtzqrCehrk5t+efs3oYK6K9LztsQ96fVFNZxt1gKi2lf/x1L2Zrrq5e/vttwO/anV5cPbs2fZioSJAkHcqg+HvZVOvXj3nLoeattTuB69rwOoWXJXp+dvXsvU69XrzLcoAUel3/0lOHQvC6r4N41Xt9b+XjRs3zuulXAIEeaWaVgqMxAGmIHEtBvfUU0+lzOSmgXwqO14M9Dr0evyvT69XrzufogoQzetil2Qv1fIk+aTpe/37WLXa8oUAQV7ZJ8QbbrjBXiQjmrbVvul83nnnxWYwXlj0evS6/K9Tr1uvP1+iCpCuXbsGHieqG72lRl9EVLE4sZ/1pU2Xt/KBAEHe9OvXL3BwHXLIIU7dC3UvoFq1aoFtdenSxV6sqOj1+V+vXn++7olEESCaEtV/n0cnuFxH/6N8H3zwgVfTLLG/1THD5bNXGQIEeaHuuXapEpe5JNQbyb5hri6wpcCeI0X7IR+9s6IIEBX98z9Gsc/nEQdXXnllYJ/37NnTXiRnBAhCp5t2GiDoP7BcruNrPITdVVeXd0qJfTlL+yPscSL5DhDNaeHfvuaOQP6pnI5/fIh+xYY9vzoBgtDZg/tcT/r2dnQ/pdjueVRGr9e+j6T9EqZ8BohOKP4vE5rDvNimoY0zVX/2v7ft27e3F8kJAYJQafCS/4DStW6X+QpU1sO/HXVxLZbeVtnS67a7+IZZ9iSfAWL/+qBUSfT8c+6oV58KMYaFAEFo1J/fXzBQ90BU7yhbKixYs2bNnLdTTPT6/feUtH/CKsCYzwBRhdjEdjfffPO8V0FGqilTpgQqQquYaVgIEIRCl1o0IZT/YNKgJhd2Vd2qOsI8bPaHVfspDPkKEHU99m9Xc6WgMPylY9QtPKx7IfYxSYDAid3HXz+bXUqVaD50/7elFi1a2IuUNO2PxL7Rfgpj/vh8BYhKiye2qXsfKqCIwtAkVP73+KKLLrIXcUKAIGc6iflLldStW9csXrzYXqxS+hXjnwxKs/rNmjXLXqykaX/4ZzvU/sq1Y0E+AkTdjf3b7Ny5s70IInbccccl3w+VyQnjciIBgpzoW2X9+vWTB5CCxLWP/9ChQwMHY6mM98iWPT5E+y0X+QiQbt26JbenX0phXTKBu3HjxgXe58GDB9uLZI0AQU5at24dOIBcR4jrcpd/DnNNupTPInBVmfaLf1Iq7TeXy4UJYQeInsuOO+6Y3J4uZaHwdHL3jwtp3ry5vUjWCBA4u//++wMHj8pyu5ZLUFE9/7bo7lkx7R///sqlKGHYAfLmm28Gtjdw4EB7ERSIf1oF/TKcM2eOvUhWCBA4mTFjhtl4442TB466leZyMKpOVmJb6gocl2lo40r7x99lWvvPVdgBohu0iW2p6/GPP/5oL4IC0b0pfyeVXHvGESDImspy+292q+UysE2zqfm3pR5dqJzd8811JsawA8R/T0ylxREvhx12WPL90TidXBAgyJr/G6ZaruURVOI9sS3dhJ87d669CNLQfvL3fnMtlR9mgKjqrn9bYdyoRbjuvPPOwOdNc/a4IkCQFbs0xS677OJUqiRBB9x2222X3J7mCEfm/HOqaz+6fIDDDJAHH3wwsC1mG4wfjUz3v0e5zJ1OgCBj+sbrv+6u8QiadyAXEydODByAgwYNshdBBbS//PtP+zNbYQbIWWedldyOemIhfnSSr127dvJ9uvjii+1FMkaAICOrV682TZs2DRws99xzj71Y1vzjBRRIpVow0ZX2l39gofZntsIMkK233jq5nTBrLiFcp512WvJ92mmnnew/Z4wAQUZuvvnmwIGiUa25jD1I8IdSs2bN7D8jA9pviX2o/ZmtsAJEE4b5tzNkyBB7EcTEAw88EHivFi5caC+SEQIElXrjjTcC02Nus802ZtGiRfZiWdO9E/8857l2KSxV2m+Jfaj9me09qbACxC6e6Lod5J9dG0vHgAsCBBVaunRpYPSqem2oJEIY7NIKrgdxqbMDINv3x17f9cTft2/fwHGycuVKexHEhMYR+ceDDBgwwF4kIwQIKtSmTZvAAXLttdfaizjTPZTEdjXRDSccN9pv2n+JfZntvamwAqRjx47JbXADPf7q1auXfL80f7oLAgTl6t+/f+DgOPDAA82qVavsxZz5x5Noxj24889YmG2p7rACpFWrVsltHHvssfafETP+qQFc3y8CBGl99NFHgVIlm266aahTYYqKuSW2rwlv4M4/YVC2RfLCChD/eJ7LL7/c/jNiJoxfjAQIUqxYscI0btw4cGDko0eNv8vnNddcY/8ZWdD+S+xL7ddshBUgm2yySXIbvXr1sv+MmOnZs2fy/dKEXy4IEKS45JJLAgdF27Zt7UVypnEl/pt4OhDhzv9B1n7V/s1UGAGiSa3821A3UcSbfcy4nPwJEATYZdV1bT2Mmctsy5YtCzxOPn7hlBLtP//+1P7NVBgBYr+fuU5yhfx7/PHHA++ZSwVsAgRJ33zzjalVq1byYNAI58mTJ9uLhUKP5T/wRo8ebS+CLGj/+fen9m+mwggQ3s+qZ9SoUYH3bP78+fYilSJAkLTlllsGDoa77rrLXiQ0dgn31157zV4EWdD+8+/PbEq7hxEgmqud97NqyeWYSSBA4NEvDf+BoDkdwihVUh4VYfQ/3rvvvmsvgixo//n3ZzZFLsMIEN7PqieXYyaBAIFHN0H93XbVhg0bZi8WGn6BhCuXb5NhBAi/QKqeXI6ZBAIESZMmTQrUptL9kK+++speLBRcMw8X90CQLe6BIHR9+vQJHBBNmjTxfp2Eze61Qy+s3NALC9miFxZCp/se/lHNajfddJO9WM4YBxIuu08/40BQGfuYcTn5EyBI8f3335u6desmDwpVVh0/fry9WM4YiR4eRqIjW/6R6NWrV7f/nBECBGm9+uqrXnAkDgxV7lyyZIm9WE6ohRWeuNXCuuKKK+w/I2Y6deqUfL+ohYXQXX/99YGDo3Xr1vYiOaEab3jiUI23ZcuWyW1oxkrEm//9ohovQvfHH3+YQw45JHCA3HffffZizpgPJBxxnA+kQYMG9p8RMxrrlXi/XH8xEiCokOa5rlmzZvIA0ViR6dOn24s5YUbCcNgBUKgZCf09+DQF8u+//24vgpj4+eefA51YXDs9ECCo1JNPPhk4SPbYYw/z22+/2YtljTnRwxGXOdHHjh0b2M7MmTPtRRATduWJCRMm2ItkhABBRv75z38GDpQLL7zQXsRJ06ZNk9ts1qyZ/WdkQPstsQ+1P7MVVoBowjH/dvTFA/E0cODAwHu1YMECe5GMECDIiL7V7rrrroGDZcSIEfZiWevWrVtye6r+q5/WyJz2l/ZbYh9qf2YrrADRGKI6deokt5PtzXxE58wzz0y+T649sIQAQcamTp1qNtpoo+TBstlmm5m5c+fai2Vl4sSJgQNw0KBB9iKogPaXf/9pf2YrrACR008/PbmdXXbZxf4zYsAO+g4dOtiLZIwAQVZ69+4dOGAOO+ywnEqd6IDzjx848sgj7UVQAe2vxL7TfnT5AIcZIPYJxaW+EvJLnWD871Eulxrt99vl+AsDAVJF6NvL8ccfHzhoXC6b+N1www3JbWnwYq6/akqF9pN/sKf2o4swA0Q3zv3beuKJJ+xFUGD33ntv8v1RT6yFCxfai2SMAEHWFi9ebLbZZpvkQaMumzoJubJLu3ft2tVeBGloP/n3m0s5bgkzQPQFY6uttkpuq23btvYiKLBWrVol35/GjRvbf84KAQInGmvg//arQUk//PCDvVjG/AMWdW/FpTJoKdH+0X5K7DPtP1dhBoi0b98+ua0aNWqYX3/91V4EBaKy+/7PbZcuXexFskKAwNl1110XOHhOPvlke5GMPfPMM4Ft3XHHHfYi8NH+8e8v7T9XYQfIyy+/HNheLtfYEa7bb7891PeaAIEzlTo56KCDvANn3XXXN9WrNzCDBo2yF8uILn00atQoeSCqlwjfXNPTfvH3otF+y2X64bADRKXk/Zc4dc8M8bDbbrsl35cDDjjA/nPWCBDkZM6cOWaLLeqbWrX2NHXrnlB2MrvcfP75YnuxjGgSIv/BqGKOSGUXucx18qawA0Suuuqq5PZUp0v3zVBY7733XuB97tevn71I1ggQ5Gz48JfMttueYXbdtbPZd99+5owzRpjff8++a6+6A6tMSuJg1AA5zbWNtbQ//AMHtb9y6UYt+QiQKVOmBLapuSdQWO3atUu+Hyp5o3l/ckWAIBQ33PBM2U/igcl2++1v2otkRDV5/EXeWrRoYS9S0rQ/EvtG+8m1hpFfPgJE9txzz+Q2NckV1ZYLR1cK/BWbNeAzDAQIQvHbb3+YU08dFgiR8eO/shfLyDnnnBM4KHWQIvXDqv0UhnwFiD3ntmvFV+ROtesS74O+eHzwwQf2Ik7sY5IAgbNZs743TZo8nAyQFi0eMwsXLrcXq5QKu/lLyKt8isqolDK7jIz2j2sBPFu+AkSX1nbYYYfkdhs2bJjz5TZkb968eYHLnieccIK9iDMCBKEaMmRG4FdIhw5jyg6q7HsIaQSz/8DUjHulWmhRr9s/46BamCO88xUgognI8vW8kRn/1LVq7777rr2IMwIEoVJv0ssuGxsIkQcfnGIvlpELLrggcHCedNJJJfcNVq9Xr9u/H7RfwpTPANG8Mf4ux6r8umLFCnsx5MlHH30UmHNHo9DDRIAgdEuXrjBHHz0kGSAHHfSQmTo1+8stOtH4b8SqnXfeefZiRU2v1//6tT/CPgHnM0CkV69ege0zcVg0NDbIP9+O7n28/fbb9mI5IUCQF+++O98LjkSIHH/8E+bnn7Of4vTTTz81W2yxReAgLZXxIfZ4D+0H7Y+w5TtAVq1aFZhLRtMif/WVWwcLZM4u9a9J4cJGgCBv+vR5L3Apq3Pn7ObqTtAAqGrVqgUO1Fxr+MSdXp//9er1az/kQ74DRF566aXAY+RS9gaVU126LbfcMrm/a9euHcq4DxsBgrz544+/TLt2owIhMnKk28DAF198MXAtV02Xd4rtnohej33ZSq9brz9foggQUWj4HyeMGS2R3tlnnx3Y1w8++KC9SCgIEOTVvHk/mcMPH5wMkMMOG2TmzFlqL5aRp556KjAYSk03mIuld5Zeh33DXK9XrzufogoQXbbS5avE44QxoyVSDRgwIPB+qlJzvk7sBAjy7oUXPgv8CnEtdSJjx4411atXDxy06uL64Ycf2otWKXr+dlddvU693nyLKkDEP5mRWq4zWiJo2rRpgZDWMeQ6T0wmCBBEolu38YEQueOOt+xFMqZ7AfaNdQ2yq6oj1vW8/YME1fT68nXPwxZlgKhnkAay+R+PCcTCoV+wmofev29VDSCfCBBEQqVO2rR5OhAiEyZ8bS+WMfVGsrv4qmmO8Hx+4wqTnqd/TvNE0+vKR2+r8kQZIKKbuXXr1k0+niY4ev755+3FkAWV0G/Tpk3gfTz//PPtxUJHgCAy6UqdLFqUfamTBI2HsAcbqumms7rAxnU+ET0vPT+7U4CaXk/Y4zwqE3WAyGuvvRaYGU+XWt5//317MWTIX+tKTVPVahBnvhEgiNTjj08P/Aq58EK3Uid+Ko9Rq1atlJOxRkBr5r64TI+r56Hn4x+ZnWh6/oUq81GIAJFbbrkl5f1S1VhkR5cA/ftx8803N7Nnz7YXywsCBJFSqZNOnYKlTgYOzL0yqAoL2lV8E029fW666SavqFwh6HH1+P45zP1NzzuswoguChUgosFt/sdWR4J8jFcoVnatsU022cS89Zb7/cVsESCI3A8//JZS6mTatIX2Yk50MvRPSuVvKuWgew4aofvLL7/Yq4ZK29fj6PH885v4m56nnm+hFTJANC3yscceG3j8ffbZxyxatMheFBaFh/8yoLp8P/fcc/ZieUWAoCDeeecbc+CBa3+FnHDCk06lTtJRt1BdDvLPsW43lbdu1qyZV5dJJ9Dff8/tsbW+tqPtabv+8tl20/PS84tL99VCBogobPfbb7/Ac1Bvoq+//tpeFP+ffdlKX1IGDx5sL5Z3BAgKpnfvdwOXsm6+OffZ9fzUZXTUqFHm4IMPTjmJ200fwN12280byHfNNdd4g7Eee+wxM3r0aO8Em2j6f/27/q7ltLzWK+9Xhr/peej56HnFhU7e9skozHLfmVq4cKG3H/3Po379+lWmR11U1NvKvmGuY6937972opHQFyb/cyFAEBmVOjn33LVT4apXVr7oRHTjjTea7bbbLuXEns+mx9PjxulEuHTpUvPoo4+aE088MWX8iZpu6CsgdbKK0uLFi1N+iaieU9gVZKsqhb3dVVeXrQrxy0MdQvQFar311gs8n0J9OSJASpRKnRxzzFAvQPr1m2T/OXQ6wN944w3TrVs3r9R1uq60uTRtT9vV9vU4hfpA2XRP4aGHHjJHHXVUxq957733DmXO9WzoxHT44Yen7FONYC9lGmFuDxLUDfOo73noF4aOo3Q9CVXws1AIkBK2atVqs2RJ/vusp6MxGaoUe88995hLLrnEO3lttdVWKR+OdE3LaXmtp/W1nTiNPZk/f753o/WII44I3GxN1zRFrl3xONFOO+20SMuvaxyMPVpd7e9//3vR1D3Lhn4N+suTqKmrbpS9rWTixIlm3333TXlf1Pbaay8v5AqFAEHsLFu2zLuRq6b7H4n/1r/HlZ7f3Xff7dWYsj/kdtM9hssuu8x7bfpmqfbII4+kDVBd6tK9kuXL3Qd+ZkMdDC6//PKU56F5RT74IPdu31WBLjWeddZZKftAlQqiGuchKnh55plnpjwPNfWY0y/tQiNAAEefffaZue2228z++++f8gG3m6aU7dy5c4X3FfQt/9prr03bk6xevXpefaWoLs0NGzbMbLrppoHnoOvuV155Zd67YheK9q26gNv13tRUniSKEeaiX9M333xzyq8fNd2bGjhwYOT3ycpDgABZ0FzXGsmtkhX2h9tuunauXw/ZfnP//PPPU8rLJ5pKhEdV7FHfttO9zm233dbr1VZM9L76p6FNNJV6yXdhRL+hQ4d6+9d+HrofdfXVV8fuVzgBAlRi8uTJXo8uu+x7uqZr0t27dw9lTMe4cePSDs5U99F27dqZ7777zl4ldPo2rHtN6bpLH3/88VmHY9yoWkGnTp1S5rtRU1jPmuU2EVu2dIwdeuihKc8hsZ+jLPKZDQIESEM3StVdcocddkj5QNvtwAMPNLfffrv54osv7M3kTPck+vXr5928tR+3Ro0a3iW0XAdjZkKX3tJVYVZTt+SqVpBRtb80riPd5ULta80kGMXYCpXS0UyY6QJa43PyOSNmGAgQwKib5P/Me+99bq6//j7TsGHl9zR0uUM9wHTzPAqaa7tjx45pvyk3aNDAjBw50l4ldCp/0rNnT68bq/0c1I477jjvV1MUJ15XuvynX2/p9qOaaoRFURNs1apVXoFP+z6Tmmq3qfu09nfcESAoWX/++VfZCWW+ufXWieaoox43e+zRzdSvf5qpWTP1spFuIKu+lkpIfPvtt/amIqNr9S1atEh5fmp6ftOnT7dXCZ26Frdv377ck7Cu4euSnzoZxME333zj/UK0R9z7W6tWrSLrnqv7RzvttFPKc9AxdvHFF5slS5bYq8QWAYKSorEvEyfONbfc8nrZCffRQEmXvffuZXbc8TxTu/bBZSfHTb0bl0cffbR5+OGHvdHacfLMM8+U/VJqmPYkpHsWUZyEdMlOvZMqGiCpbs361aJr/FH1IBMFqcqMtGzZMu3loUTTuJeoSsjovpiej/0c1DRmKIrwDxsBgqK3cuWf5tVXvzQ33TTeHH744EBo+Nv++w8wjRtfY9q162aGDh1hfvzxR3tTsaJ7H/pmXd5lkD59+kRyGUS/SPTNubwBkf7npEGJDzzwgBcoYc0Xo+7PU6ZM8bq3avyGurraj+1vCjw9j6lTp9qbygtdfizvRr26d48YMcJepcogQFCUNJXv2LGfm+uue6XsW/CglLDwt6ZNB5kuXV41L730Rdl6q+xNxZ5uxOrafbpv2rvvvrs3Uj8KGuyo+lDNmzdPeR7lta233tr7Vq4TrHqvqVyHimbqF5a/mKb+X/+uv2u5f/3rX95lp2222SZlm+W1Aw44wOuQEMU9DlEHCFUkqF27dspzUffgW2+9tezLzUp7tSqFAEHRUFn6MWM+NVdc8ZI59NBHUoLC3/RLpFu38Wb8+K/KvsnHo7x7rtQTqkmTJiknKzVdqonynsSXX37pVYy1izRG3TSORdMYh9GtOhuvvPJKuV2w27ZtW9D7aGEiQIqc/6SZrUzWtU/MDzwwxV6kXJlsvzJLl64o+3b6ienY8QVz8MFr531P11R1uHv3181bb83z7oUUKw1GU7kU++SlSzc33NCjLGijrRumSzjDhw/3LnOlu3kcZtMloQ4dOpgnn3zSK1UftS++mGNat26d8rzUNK1AVPdbokKAFLlcTtKZrGufpHW5aNGizOo2ZbL9dBYv/tU8/fTH5qKLnvNmVbSfg79pBsbbb3+z7Nv5t2b16vh2Lw2bBgCqMrG/HMYGG9Qym222n9lnnw5lJ/T3va7LhaAOCbospXshV111lTdQTsFS0c14f9NyWl7rqbRK//79y35Jji9IYCQsX76i7MtJf1OzZuq0BXXr1vUuv0XZiSAqBEiRcz1JSybr2idsNV0aykQm20/47rtfzOOPTzfnn/9syuPZ7fjjnzB33fWOmTp1QcFOknGhcSqnn3562YlsXVOjxk5m662PLjv5Xmr23vsu849//J+3j+JGtbYSBTT9xTTjWINLx9ezz35S9sXpFlOvXhtTq9aeZr311nQmUCFMdWeOqhBmIRAgRS6bk7Qtk3Xtk7eapsydObPybq+ZbP+TT5aYdu1GpTyG3Vq3fsr07fuemTGDOb3TefPNd0zz5m3N9tv/wxvv4t9311//qlmwoHhPcvkybdpC07btmonZ9trrDtOgwYWmTp0jTbVq25lTTz3Vuw9U7AiQIpfJSbo8mazrX0Y9nhL/3aHDGHvRFJls/7zzRgeW87dTTx3m3XOZPTv/Yx6KgS7hPf30O+bIIx9M2ZfqdDBgwBSzYkVxdCjIp4ULl3tdwu19uPvu15ujjupsJk6cbK9StAiQIuc/wLOVybr+ZebP/9k0abL2RvYrr1T8DSyT7V999cuB5c4+e6QZOPCDsm938R6jEWe//LLK9O79rjnkkNROB7r8p+7PSKXeejr21O3b3m8tWz5uhg+fXlL32YQAKXKZnKTLk8m69jJ9+ryX/H9dVqqot5O9bjo//rjS9O8/2TzxxAzzzTelNytePs2du8xcfvmLgfch0XSvadasaMZLVAUvv/yFOfHEJ1P2k0L47rvf8bqQlyICpMhlcpIuTybr2sssX77KtGr1ePLfHnus/Ok27XVRGO+884057bThgfdDTfey1O25UNMex4HuwV1wwZiUfaP2r3+NNV99Fa/5OaJGgBS5XE7Smaybbpnhw2cm/61580e9sRrppFsXhaHCkk8++VFKfTA1DbocPHia+eOP0rk8o2P2P/95I203cd17e/PNefYqJYkAKXL2we/aypNuGV0HPv30td9oNQ4jnXTrorCWLVvpvV/pTpwnn/y0mTDha3uVoqKQVHdxffGxX/8RRzxqhgyZ4YUt1iBAipz9IXBt5Slvmbffnpf8d52M5sxZGvi7lLcuCu+zz37wBmrax4HapZc+n/b9rOpUpfmUU55Oeb06fnv0mFjuL+lSRoAUOfvD4NrKU9Eyukac+Jv+21bRuogHVTFWZwj7eFDZmDvvfMv89FPVLgYo6tHXqdPaY9XfLrxwDN3EK0CAFLlcTtKZrFvRMvqW6r8Uopu1fhWti/hQT7pHHplqmjVL7b6q+mLDhn1cJbuvqueUKhakq6GmHlfjxs2xV4GFAClyuZykM1m3smV0PT3x9zPOGBEoLVLZuogX1SC7+eYJXu8s/3unpntekybNt1eJJR2DI0bM8sZu2K9DYzw01qNYKjTnGwFS5HI5SWeybmXL6Lqx/4akPrgJla2LeFK5mPbt01cI0MDPOI/XmTz5O3PmmSNTnrda167jMy4EijUIkCKXy0k6k3UzWebRR6cll9EYEY0VkUzWRTypsOzzz39mjj12aOB9VFM1gn79Jplff13zPseBqiR07jwu5bmqqdba9OmFq+RblREgRS6Xk3Qm62ayjK6h+2/EquihZLIu4k0zP6pSQLoJvFRKXxN8VVQR2V4n7Plk9Pzuv/995+eHihEgRS6TD1l5Mlk3k2VENyQTy+kb6rff/pzxuog/vZ/XXjsu8J4mmr7hqwBhOvayYc4no/Eaqp1mP0YcfyFVVQRIkavsQ1aRTNbNZJkE/1we/sq9mayLqkH3GM46K/Wknclg0kQLaz4Z3Yuxtx33ezRVDQFS5Cr7kFUkk3UzWSZBc4Sk68GTybqoOnRJaOTIYC8nlYpPxz4O1MKaT0b3aRJjkdQDULNSIlwESJGr7ENWkUzWzWQZP/V08a+TzbqoWjTOYujQGd44kfLqaPmPgXzMJyOZXhJD9giQIpfphyydTNbNZBk/fZh1ndu/Xqbrovj4j4F8zCeD/CJAilwuH7JM1s1kGZt67fjXy2ZdFBf7GAh7PhnkFwECoGDsEGA+maqFAAFQMOlCgPlkqg4CBEDBpAsB5pOpOggQAAVTXggwn0zVQIAAKJiKQoD5ZOKPAAFQMBWFAPPJxB8BAqBgKgsB5pOJNwIEQMFUFgLMJxNvBAiAgskkBJhPJr4IEAAFk0kIMJ9MfBEgAAom0xBgPpl4IkAAFEw2IcB8MvFDgAAomGxCgPlk4ocAAVAw2YYA88nECwECoGCyDQHmk4kXAgRAwbiEAPPJxAcBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHDy/wB3n+y4+DgSNAAAAABJRU5ErkJggg==)
| Product Number | 4H56-5-D8 |
| Purity | 97.0 % |
| CAS | 918515-16-9 |
| MDL Number | MFCD09880129 |
| Molecular Formula | C8H5ClN2O |
| Molecular Weight | 180.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-D8
CAS: 918515-16-9
Molecule Weight: 180.59
Formula: C8H5ClN2O
PN: 4H17-5-3G
CAS: 1011711-52-6
Molecule Weight: 194.62
Formula: C9H7ClN2O
PN: 4H58-5-99
CAS: 1000340-37-3
Molecule Weight: 196.59
Formula: C8H5ClN2O2
PN: 4H15-5-34
CAS: 958230-19-8
Molecule Weight: 180.59
Formula: C8H5ClN2O
![5-Chloro-1H-pyrrolo[2,3-b]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-5-1G
CAS: 954112-61-9
Molecule Weight: 180.59
Formula: C8H5ClN2O
PN: 3H37-5-37
CAS: 920965-87-3
Molecule Weight: 177.59
Formula: C8H4ClN3
PN: 4H58-5-A4
CAS: 1273577-20-0
Molecule Weight: 224.64
Formula: C10H9ClN2O2
TSCA: Not listed on TSCA inventory
